[{"data":1,"prerenderedAt":5185},["ShallowReactive",2],{"navigation":3,"page-\u002Fdocs\u002Flearn\u002Ffloat-special":3396,"surround-\u002Fdocs\u002Flearn\u002Ffloat-special":5180},[4,30,34,38,43,3372,3376,3380,3384,3388,3392],{"title":5,"path":6,"stem":7,"children":8,"page":29},"Blog","\u002Fblog","blog",[9,13,17,21,25],{"title":10,"path":11,"stem":12},"Rux 0.3.0 — Laying the Cross-Platform Groundwork","\u002Fblog\u002Frelease-v0.3.0","blog\u002F1.release-v0.3.0",{"title":14,"path":15,"stem":16},"Programming Language Without LLVM","\u002Fblog\u002Flanguage-without-llvm","blog\u002F2.language-without-llvm",{"title":18,"path":19,"stem":20},"Rux 0.2.0 — A Real Language","\u002Fblog\u002Frelease-v0.2.0","blog\u002F3.release-v0.2.0",{"title":22,"path":23,"stem":24},"Rux 0.1.0 — It Compiles!","\u002Fblog\u002Frelease-v0.1.0","blog\u002F4.release-v0.1.0",{"title":26,"path":27,"stem":28},"Getting Started","\u002Fblog\u002Fgetting-started","blog\u002F5.getting-started",false,{"title":31,"path":32,"stem":33},"Code of Conduct","\u002Fcode-of-conduct","code-of-conduct",{"title":35,"path":36,"stem":37},"Community","\u002Fcommunity","community",{"title":39,"path":40,"stem":41,"icon":42},"Design Kit","\u002Fdesign-kit","design-kit","i-lucide-palette",{"title":44,"path":45,"stem":46,"children":47},"Documentation","\u002Fdocs","docs",[48,51,1211,1740,1842,1888],{"title":49,"path":45,"stem":50},"Overview","docs\u002Findex",{"title":52,"path":53,"stem":54,"children":55},"Learn Rux","\u002Fdocs\u002Flearn","docs\u002F1.learn\u002F00.index",[56,57,78,82,98,102,106,110,117,121,125,129,133,137,141,145,149,153,157,161,165,172,176,180,184,188,192,199,203,207,211,215,219,223,227,231,235,239,243,247,251,258,262,266,270,274,278,282,286,293,297,301,305,309,313,317,321,325,332,336,340,344,348,352,356,360,364,368,372,376,380,384,391,395,399,403,407,411,415,422,426,430,434,438,442,446,453,457,461,465,469,473,477,481,485,489,493,497,501,505,509,513,517,524,528,532,536,540,544,551,555,559,563,567,571,575,579,583,587,591,598,602,606,610,614,618,622,626,630,634,640,644,648,655,659,663,667,671,675,679,686,690,694,698,702,706,710,714,718,722,726,730,734,738,745,749,753,757,761,765,769,773,777,781,785,789,793,797,801,808,812,816,820,824,828,832,836,840,844,848,852,859,863,867,871,875,879,883,887,894,898,902,906,910,914,921,925,929,933,937,941,945,949,953,957,961,968,972,976,980,984,988,992,996,1000,1004,1011,1015,1019,1023,1027,1031,1038,1042,1046,1050,1054,1058,1062,1066,1070,1074,1078,1085,1089,1093,1097,1101,1105,1109,1113,1120,1124,1128,1132,1136,1140,1147,1151,1155,1159,1163,1167,1171,1175,1179,1183,1187,1191,1195,1199,1203,1207],{"title":49,"path":53,"stem":54},{"title":58,"path":59,"stem":60,"children":61,"page":29},"Install","\u002Fdocs\u002Flearn\u002Finstall","docs\u002F1.learn\u002F00.start",[62,66,70,74],{"title":63,"path":64,"stem":65},"FreeBSD","\u002Fdocs\u002Flearn\u002Finstall\u002Ffreebsd","docs\u002F1.learn\u002F00.start\u002F1.install\u002F1.freebsd",{"title":67,"path":68,"stem":69},"Linux","\u002Fdocs\u002Flearn\u002Finstall\u002Flinux","docs\u002F1.learn\u002F00.start\u002F1.install\u002F2.linux",{"title":71,"path":72,"stem":73},"macOS","\u002Fdocs\u002Flearn\u002Finstall\u002Fmacos","docs\u002F1.learn\u002F00.start\u002F1.install\u002F3.macos",{"title":75,"path":76,"stem":77},"Windows","\u002Fdocs\u002Flearn\u002Finstall\u002Fwindows","docs\u002F1.learn\u002F00.start\u002F1.install\u002F4.windows",{"title":79,"path":80,"stem":81},"Build From Source","\u002Fdocs\u002Flearn\u002Fbuild","docs\u002F1.learn\u002F00.start\u002F2.build",{"title":83,"path":84,"stem":60,"children":85,"page":29},"Editors","\u002Fdocs\u002Flearn\u002Feditors",[86,90,94],{"title":87,"path":88,"stem":89},"Visual Studio Code","\u002Fdocs\u002Flearn\u002Feditors\u002Fvscode","docs\u002F1.learn\u002F00.start\u002F3.editors\u002F1.vscode",{"title":91,"path":92,"stem":93},"Sublime Text","\u002Fdocs\u002Flearn\u002Feditors\u002Fsublime","docs\u002F1.learn\u002F00.start\u002F3.editors\u002F2.sublime",{"title":95,"path":96,"stem":97},"Zed","\u002Fdocs\u002Flearn\u002Feditors\u002Fzed","docs\u002F1.learn\u002F00.start\u002F3.editors\u002F3.zed",{"title":99,"path":100,"stem":101},"First project","\u002Fdocs\u002Flearn\u002Ffirst-project","docs\u002F1.learn\u002F00.start\u002F4.first-project",{"title":103,"path":104,"stem":105},"Learn with AI","\u002Fdocs\u002Flearn\u002Fai","docs\u002F1.learn\u002F00.start\u002F5.ai",{"title":107,"path":108,"stem":109},"Cheat sheet","\u002Fdocs\u002Flearn\u002Fcheatsheet","docs\u002F1.learn\u002F00.start\u002F6.cheatsheet",{"title":111,"path":112,"stem":113,"children":114,"icon":116},"Basics","\u002Fdocs\u002Flearn\u002Fbasics","docs\u002F1.learn\u002F01.basics\u002F00.index",[115],{"title":49,"path":112,"stem":113},"i-lucide-sprout",{"title":118,"path":119,"stem":120},"1.1 Hello, World","\u002Fdocs\u002Flearn\u002Fhello","docs\u002F1.learn\u002F01.basics\u002F01.hello",{"title":122,"path":123,"stem":124},"1.2 Comment","\u002Fdocs\u002Flearn\u002Fcomment","docs\u002F1.learn\u002F01.basics\u002F02.comment",{"title":126,"path":127,"stem":128},"1.3 Variable","\u002Fdocs\u002Flearn\u002Fvariable","docs\u002F1.learn\u002F01.basics\u002F03.variable",{"title":130,"path":131,"stem":132},"1.4 Mutable","\u002Fdocs\u002Flearn\u002Fmutable","docs\u002F1.learn\u002F01.basics\u002F04.mutable",{"title":134,"path":135,"stem":136},"1.5 Integer","\u002Fdocs\u002Flearn\u002Finteger","docs\u002F1.learn\u002F01.basics\u002F05.integer",{"title":138,"path":139,"stem":140},"1.6 Float","\u002Fdocs\u002Flearn\u002Ffloat","docs\u002F1.learn\u002F01.basics\u002F06.float",{"title":142,"path":143,"stem":144},"1.7 Boolean","\u002Fdocs\u002Flearn\u002Fboolean","docs\u002F1.learn\u002F01.basics\u002F07.boolean",{"title":146,"path":147,"stem":148},"1.8 Character","\u002Fdocs\u002Flearn\u002Fcharacter","docs\u002F1.learn\u002F01.basics\u002F08.character",{"title":150,"path":151,"stem":152},"1.9 Literal","\u002Fdocs\u002Flearn\u002Fliteral","docs\u002F1.learn\u002F01.basics\u002F09.literal",{"title":154,"path":155,"stem":156},"1.10 Console","\u002Fdocs\u002Flearn\u002Fconsole","docs\u002F1.learn\u002F01.basics\u002F10.console",{"title":158,"path":159,"stem":160},"1.11 Const","\u002Fdocs\u002Flearn\u002Fconst","docs\u002F1.learn\u002F01.basics\u002F11.const",{"title":162,"path":163,"stem":164},"1.12 Convert","\u002Fdocs\u002Flearn\u002Fconvert","docs\u002F1.learn\u002F01.basics\u002F12.convert",{"title":166,"path":167,"stem":168,"children":169,"icon":171},"Operators","\u002Fdocs\u002Flearn\u002Foperators","docs\u002F1.learn\u002F02.operators\u002F00.index",[170],{"title":49,"path":167,"stem":168},"i-lucide-plus",{"title":173,"path":174,"stem":175},"2.1 Arithmetic","\u002Fdocs\u002Flearn\u002Farithmetic","docs\u002F1.learn\u002F02.operators\u002F01.arithmetic",{"title":177,"path":178,"stem":179},"2.2 Comparison","\u002Fdocs\u002Flearn\u002Fcomparison","docs\u002F1.learn\u002F02.operators\u002F02.comparison",{"title":181,"path":182,"stem":183},"2.3 Logical","\u002Fdocs\u002Flearn\u002Flogical","docs\u002F1.learn\u002F02.operators\u002F03.logical",{"title":185,"path":186,"stem":187},"2.4 Assignment","\u002Fdocs\u002Flearn\u002Fassignment","docs\u002F1.learn\u002F02.operators\u002F04.assignment",{"title":189,"path":190,"stem":191},"2.5 Precedence","\u002Fdocs\u002Flearn\u002Fprecedence","docs\u002F1.learn\u002F02.operators\u002F05.precedence",{"title":193,"path":194,"stem":195,"children":196,"icon":198},"Control flow","\u002Fdocs\u002Flearn\u002Fcontrol-flow","docs\u002F1.learn\u002F03.control-flow\u002F00.index",[197],{"title":49,"path":194,"stem":195},"i-lucide-git-branch",{"title":200,"path":201,"stem":202},"3.1 If","\u002Fdocs\u002Flearn\u002Fif","docs\u002F1.learn\u002F03.control-flow\u002F01.if",{"title":204,"path":205,"stem":206},"3.2 Else if","\u002Fdocs\u002Flearn\u002Felse-if","docs\u002F1.learn\u002F03.control-flow\u002F02.else-if",{"title":208,"path":209,"stem":210},"3.3 Ternary","\u002Fdocs\u002Flearn\u002Fternary","docs\u002F1.learn\u002F03.control-flow\u002F03.ternary",{"title":212,"path":213,"stem":214},"3.4 While","\u002Fdocs\u002Flearn\u002Fwhile","docs\u002F1.learn\u002F03.control-flow\u002F04.while",{"title":216,"path":217,"stem":218},"3.5 Do-while","\u002Fdocs\u002Flearn\u002Fdo-while","docs\u002F1.learn\u002F03.control-flow\u002F05.do-while",{"title":220,"path":221,"stem":222},"3.6 Loop","\u002Fdocs\u002Flearn\u002Floop","docs\u002F1.learn\u002F03.control-flow\u002F06.loop",{"title":224,"path":225,"stem":226},"3.7 Break","\u002Fdocs\u002Flearn\u002Fbreak","docs\u002F1.learn\u002F03.control-flow\u002F07.break",{"title":228,"path":229,"stem":230},"3.8 Continue","\u002Fdocs\u002Flearn\u002Fcontinue","docs\u002F1.learn\u002F03.control-flow\u002F08.continue",{"title":232,"path":233,"stem":234},"3.9 Range","\u002Fdocs\u002Flearn\u002Frange","docs\u002F1.learn\u002F03.control-flow\u002F09.range",{"title":236,"path":237,"stem":238},"3.10 For","\u002Fdocs\u002Flearn\u002Ffor","docs\u002F1.learn\u002F03.control-flow\u002F10.for",{"title":240,"path":241,"stem":242},"3.11 Label","\u002Fdocs\u002Flearn\u002Flabel","docs\u002F1.learn\u002F03.control-flow\u002F11.label",{"title":244,"path":245,"stem":246},"3.12 Match","\u002Fdocs\u002Flearn\u002Fmatch","docs\u002F1.learn\u002F03.control-flow\u002F12.match",{"title":248,"path":249,"stem":250},"3.13 Match expression","\u002Fdocs\u002Flearn\u002Fmatch-expression","docs\u002F1.learn\u002F03.control-flow\u002F13.match-expression",{"title":252,"path":253,"stem":254,"children":255,"icon":257},"Functions","\u002Fdocs\u002Flearn\u002Ffunctions","docs\u002F1.learn\u002F04.functions\u002F00.index",[256],{"title":49,"path":253,"stem":254},"i-lucide-square-function",{"title":259,"path":260,"stem":261},"4.1 Function","\u002Fdocs\u002Flearn\u002Ffunction","docs\u002F1.learn\u002F04.functions\u002F01.function",{"title":263,"path":264,"stem":265},"4.2 Return","\u002Fdocs\u002Flearn\u002Freturn","docs\u002F1.learn\u002F04.functions\u002F02.return",{"title":267,"path":268,"stem":269},"4.3 Recursion","\u002Fdocs\u002Flearn\u002Frecursion","docs\u002F1.learn\u002F04.functions\u002F03.recursion",{"title":271,"path":272,"stem":273},"4.4 Overload","\u002Fdocs\u002Flearn\u002Foverload","docs\u002F1.learn\u002F04.functions\u002F04.overload",{"title":275,"path":276,"stem":277},"4.5 Default argument","\u002Fdocs\u002Flearn\u002Fdefault-argument","docs\u002F1.learn\u002F04.functions\u002F05.default-argument",{"title":279,"path":280,"stem":281},"4.6 Generic","\u002Fdocs\u002Flearn\u002Fgeneric","docs\u002F1.learn\u002F04.functions\u002F06.generic",{"title":283,"path":284,"stem":285},"4.7 Callback","\u002Fdocs\u002Flearn\u002Fcallback","docs\u002F1.learn\u002F04.functions\u002F07.callback",{"title":287,"path":288,"stem":289,"children":290,"icon":292},"Sequences","\u002Fdocs\u002Flearn\u002Fsequences","docs\u002F1.learn\u002F05.sequences\u002F00.index",[291],{"title":49,"path":288,"stem":289},"i-lucide-brackets",{"title":294,"path":295,"stem":296},"5.1 Array","\u002Fdocs\u002Flearn\u002Farray","docs\u002F1.learn\u002F05.sequences\u002F01.array",{"title":298,"path":299,"stem":300},"5.2 Array repeat","\u002Fdocs\u002Flearn\u002Farray-repeat","docs\u002F1.learn\u002F05.sequences\u002F02.array-repeat",{"title":302,"path":303,"stem":304},"5.3 Array nested","\u002Fdocs\u002Flearn\u002Farray-nested","docs\u002F1.learn\u002F05.sequences\u002F03.array-nested",{"title":306,"path":307,"stem":308},"5.4 Slice","\u002Fdocs\u002Flearn\u002Fslice","docs\u002F1.learn\u002F05.sequences\u002F04.slice",{"title":310,"path":311,"stem":312},"5.5 Writable slice","\u002Fdocs\u002Flearn\u002Fwritable-slice","docs\u002F1.learn\u002F05.sequences\u002F05.writable-slice",{"title":314,"path":315,"stem":316},"5.6 Variadic","\u002Fdocs\u002Flearn\u002Fvariadic","docs\u002F1.learn\u002F05.sequences\u002F06.variadic",{"title":318,"path":319,"stem":320},"5.7 Tuple","\u002Fdocs\u002Flearn\u002Ftuple","docs\u002F1.learn\u002F05.sequences\u002F07.tuple",{"title":322,"path":323,"stem":324},"5.8 Destructure","\u002Fdocs\u002Flearn\u002Fdestructure","docs\u002F1.learn\u002F05.sequences\u002F08.destructure",{"title":326,"path":327,"stem":328,"children":329,"icon":331},"Types","\u002Fdocs\u002Flearn\u002Ftypes","docs\u002F1.learn\u002F06.types\u002F00.index",[330],{"title":49,"path":327,"stem":328},"i-lucide-shapes",{"title":333,"path":334,"stem":335},"6.1 Struct","\u002Fdocs\u002Flearn\u002Fstruct","docs\u002F1.learn\u002F06.types\u002F01.struct",{"title":337,"path":338,"stem":339},"6.2 Reference","\u002Fdocs\u002Flearn\u002Freference","docs\u002F1.learn\u002F06.types\u002F02.reference",{"title":341,"path":342,"stem":343},"6.3 Mutable reference","\u002Fdocs\u002Flearn\u002Fmutable-reference","docs\u002F1.learn\u002F06.types\u002F03.mutable-reference",{"title":345,"path":346,"stem":347},"6.4 Method","\u002Fdocs\u002Flearn\u002Fmethod","docs\u002F1.learn\u002F06.types\u002F04.method",{"title":349,"path":350,"stem":351},"6.5 Mutating method","\u002Fdocs\u002Flearn\u002Fmutating-method","docs\u002F1.learn\u002F06.types\u002F05.mutating-method",{"title":353,"path":354,"stem":355},"6.6 Constructor","\u002Fdocs\u002Flearn\u002Fconstructor","docs\u002F1.learn\u002F06.types\u002F06.constructor",{"title":357,"path":358,"stem":359},"6.7 Extension","\u002Fdocs\u002Flearn\u002Fextension","docs\u002F1.learn\u002F06.types\u002F07.extension",{"title":361,"path":362,"stem":363},"6.8 Enum","\u002Fdocs\u002Flearn\u002Fenum","docs\u002F1.learn\u002F06.types\u002F08.enum",{"title":365,"path":366,"stem":367},"6.9 Enum value","\u002Fdocs\u002Flearn\u002Fenum-value","docs\u002F1.learn\u002F06.types\u002F09.enum-value",{"title":369,"path":370,"stem":371},"6.10 Variant","\u002Fdocs\u002Flearn\u002Fvariant","docs\u002F1.learn\u002F06.types\u002F10.variant",{"title":373,"path":374,"stem":375},"6.11 Variant match","\u002Fdocs\u002Flearn\u002Fvariant-match","docs\u002F1.learn\u002F06.types\u002F11.variant-match",{"title":377,"path":378,"stem":379},"6.12 Type alias","\u002Fdocs\u002Flearn\u002Ftype-alias","docs\u002F1.learn\u002F06.types\u002F12.type-alias",{"title":381,"path":382,"stem":383},"6.13 Function field","\u002Fdocs\u002Flearn\u002Ffunction-field","docs\u002F1.learn\u002F06.types\u002F13.function-field",{"title":385,"path":386,"stem":387,"children":388,"icon":390},"Patterns","\u002Fdocs\u002Flearn\u002Fpatterns","docs\u002F1.learn\u002F07.patterns\u002F00.index",[389],{"title":49,"path":386,"stem":387},"i-lucide-scan-search",{"title":392,"path":393,"stem":394},"7.1 Guard","\u002Fdocs\u002Flearn\u002Fguard","docs\u002F1.learn\u002F07.patterns\u002F01.guard",{"title":396,"path":397,"stem":398},"7.2 Range pattern","\u002Fdocs\u002Flearn\u002Frange-pattern","docs\u002F1.learn\u002F07.patterns\u002F02.range-pattern",{"title":400,"path":401,"stem":402},"7.3 Tuple pattern","\u002Fdocs\u002Flearn\u002Ftuple-pattern","docs\u002F1.learn\u002F07.patterns\u002F03.tuple-pattern",{"title":404,"path":405,"stem":406},"7.4 Struct pattern","\u002Fdocs\u002Flearn\u002Fstruct-pattern","docs\u002F1.learn\u002F07.patterns\u002F04.struct-pattern",{"title":408,"path":409,"stem":410},"7.5 Character pattern","\u002Fdocs\u002Flearn\u002Fcharacter-pattern","docs\u002F1.learn\u002F07.patterns\u002F05.character-pattern",{"title":412,"path":413,"stem":414},"7.6 Exhaustive","\u002Fdocs\u002Flearn\u002Fexhaustive","docs\u002F1.learn\u002F07.patterns\u002F06.exhaustive",{"title":416,"path":417,"stem":418,"children":419,"icon":421},"Optionals","\u002Fdocs\u002Flearn\u002Foptionals","docs\u002F1.learn\u002F08.optionals\u002F00.index",[420],{"title":49,"path":417,"stem":418},"i-lucide-circle-dashed",{"title":423,"path":424,"stem":425},"8.1 Optional","\u002Fdocs\u002Flearn\u002Foptional","docs\u002F1.learn\u002F08.optionals\u002F01.optional",{"title":427,"path":428,"stem":429},"8.2 Presence","\u002Fdocs\u002Flearn\u002Fpresence","docs\u002F1.learn\u002F08.optionals\u002F02.presence",{"title":431,"path":432,"stem":433},"8.3 Coalesce","\u002Fdocs\u002Flearn\u002Fcoalesce","docs\u002F1.learn\u002F08.optionals\u002F03.coalesce",{"title":435,"path":436,"stem":437},"8.4 Coalesce exit","\u002Fdocs\u002Flearn\u002Fcoalesce-exit","docs\u002F1.learn\u002F08.optionals\u002F04.coalesce-exit",{"title":439,"path":440,"stem":441},"8.5 Optional propagate","\u002Fdocs\u002Flearn\u002Foptional-propagate","docs\u002F1.learn\u002F08.optionals\u002F05.optional-propagate",{"title":443,"path":444,"stem":445},"8.6 Nested optional","\u002Fdocs\u002Flearn\u002Fnested-optional","docs\u002F1.learn\u002F08.optionals\u002F06.nested-optional",{"title":447,"path":448,"stem":449,"children":450,"icon":452},"Errors","\u002Fdocs\u002Flearn\u002Ferrors","docs\u002F1.learn\u002F09.errors\u002F00.index",[451],{"title":49,"path":448,"stem":449},"i-lucide-triangle-alert",{"title":454,"path":455,"stem":456},"9.1 Fallible","\u002Fdocs\u002Flearn\u002Ffallible","docs\u002F1.learn\u002F09.errors\u002F01.fallible",{"title":458,"path":459,"stem":460},"9.2 Fail","\u002Fdocs\u002Flearn\u002Ffail","docs\u002F1.learn\u002F09.errors\u002F02.fail",{"title":462,"path":463,"stem":464},"9.3 Unit fallible","\u002Fdocs\u002Flearn\u002Funit-fallible","docs\u002F1.learn\u002F09.errors\u002F03.unit-fallible",{"title":466,"path":467,"stem":468},"9.4 Outcome","\u002Fdocs\u002Flearn\u002Foutcome","docs\u002F1.learn\u002F09.errors\u002F04.outcome",{"title":470,"path":471,"stem":472},"9.5 Discard","\u002Fdocs\u002Flearn\u002Fdiscard","docs\u002F1.learn\u002F09.errors\u002F05.discard",{"title":474,"path":475,"stem":476},"9.6 Catch","\u002Fdocs\u002Flearn\u002Fcatch","docs\u002F1.learn\u002F09.errors\u002F06.catch",{"title":478,"path":479,"stem":480},"9.7 Catch fallback","\u002Fdocs\u002Flearn\u002Fcatch-fallback","docs\u002F1.learn\u002F09.errors\u002F07.catch-fallback",{"title":482,"path":483,"stem":484},"9.8 Propagate","\u002Fdocs\u002Flearn\u002Fpropagate","docs\u002F1.learn\u002F09.errors\u002F08.propagate",{"title":486,"path":487,"stem":488},"9.9 Error variant","\u002Fdocs\u002Flearn\u002Ferror-variant","docs\u002F1.learn\u002F09.errors\u002F09.error-variant",{"title":490,"path":491,"stem":492},"9.10 Error mapping","\u002Fdocs\u002Flearn\u002Ferror-mapping","docs\u002F1.learn\u002F09.errors\u002F10.error-mapping",{"title":494,"path":495,"stem":496},"9.11 Error sum","\u002Fdocs\u002Flearn\u002Ferror-sum","docs\u002F1.learn\u002F09.errors\u002F11.error-sum",{"title":498,"path":499,"stem":500},"9.12 Fallible main","\u002Fdocs\u002Flearn\u002Ffallible-main","docs\u002F1.learn\u002F09.errors\u002F12.fallible-main",{"title":502,"path":503,"stem":504},"9.13 Absence to error","\u002Fdocs\u002Flearn\u002Fabsence-to-error","docs\u002F1.learn\u002F09.errors\u002F13.absence-to-error",{"title":506,"path":507,"stem":508},"9.14 Nested fallible","\u002Fdocs\u002Flearn\u002Fnested-fallible","docs\u002F1.learn\u002F09.errors\u002F14.nested-fallible",{"title":510,"path":511,"stem":512},"9.15 Panic","\u002Fdocs\u002Flearn\u002Fpanic","docs\u002F1.learn\u002F09.errors\u002F15.panic",{"title":514,"path":515,"stem":516},"9.16 Assert","\u002Fdocs\u002Flearn\u002Fassert","docs\u002F1.learn\u002F09.errors\u002F16.assert",{"title":518,"path":519,"stem":520,"children":521,"icon":523},"Sum types","\u002Fdocs\u002Flearn\u002Fsum-types","docs\u002F1.learn\u002F10.sum-types\u002F00.index",[522],{"title":49,"path":519,"stem":520},"i-lucide-combine",{"title":525,"path":526,"stem":527},"10.1 Sum type","\u002Fdocs\u002Flearn\u002Fsum-type","docs\u002F1.learn\u002F10.sum-types\u002F01.sum-type",{"title":529,"path":530,"stem":531},"10.2 Typed pattern","\u002Fdocs\u002Flearn\u002Ftyped-pattern","docs\u002F1.learn\u002F10.sum-types\u002F02.typed-pattern",{"title":533,"path":534,"stem":535},"10.3 Subset pattern","\u002Fdocs\u002Flearn\u002Fsubset-pattern","docs\u002F1.learn\u002F10.sum-types\u002F03.subset-pattern",{"title":537,"path":538,"stem":539},"10.4 The is operator","\u002Fdocs\u002Flearn\u002Fis","docs\u002F1.learn\u002F10.sum-types\u002F04.is",{"title":541,"path":542,"stem":543},"10.5 Sum widening","\u002Fdocs\u002Flearn\u002Fsum-widening","docs\u002F1.learn\u002F10.sum-types\u002F05.sum-widening",{"title":545,"path":546,"stem":547,"children":548,"icon":550},"Ownership","\u002Fdocs\u002Flearn\u002Fownership","docs\u002F1.learn\u002F11.ownership\u002F00.index",[549],{"title":49,"path":546,"stem":547},"i-lucide-key-round",{"title":552,"path":553,"stem":554},"11.1 Exclusivity","\u002Fdocs\u002Flearn\u002Fexclusivity","docs\u002F1.learn\u002F11.ownership\u002F01.exclusivity",{"title":556,"path":557,"stem":558},"11.2 Copy","\u002Fdocs\u002Flearn\u002Fcopy","docs\u002F1.learn\u002F11.ownership\u002F02.copy",{"title":560,"path":561,"stem":562},"11.3 Move","\u002Fdocs\u002Flearn\u002Fmove","docs\u002F1.learn\u002F11.ownership\u002F03.move",{"title":564,"path":565,"stem":566},"11.4 Destructor","\u002Fdocs\u002Flearn\u002Fdestructor","docs\u002F1.learn\u002F11.ownership\u002F04.destructor",{"title":568,"path":569,"stem":570},"11.5 Non-copyable types","\u002Fdocs\u002Flearn\u002Fno-copy","docs\u002F1.learn\u002F11.ownership\u002F05.no-copy",{"title":572,"path":573,"stem":574},"11.6 Custom copy","\u002Fdocs\u002Flearn\u002Fcustom-copy","docs\u002F1.learn\u002F11.ownership\u002F06.custom-copy",{"title":576,"path":577,"stem":578},"11.7 Partial move","\u002Fdocs\u002Flearn\u002Fpartial-move","docs\u002F1.learn\u002F11.ownership\u002F07.partial-move",{"title":580,"path":581,"stem":582},"11.8 Defer","\u002Fdocs\u002Flearn\u002Fdefer","docs\u002F1.learn\u002F11.ownership\u002F08.defer",{"title":584,"path":585,"stem":586},"11.9 Defer return","\u002Fdocs\u002Flearn\u002Fdefer-return","docs\u002F1.learn\u002F11.ownership\u002F09.defer-return",{"title":588,"path":589,"stem":590},"11.10 Initialization","\u002Fdocs\u002Flearn\u002Finitialization","docs\u002F1.learn\u002F11.ownership\u002F10.initialization",{"title":592,"path":593,"stem":594,"children":595,"icon":597},"Interfaces","\u002Fdocs\u002Flearn\u002Finterfaces","docs\u002F1.learn\u002F12.interfaces\u002F00.index",[596],{"title":49,"path":593,"stem":594},"i-lucide-plug",{"title":599,"path":600,"stem":601},"12.1 Interface","\u002Fdocs\u002Flearn\u002Finterface","docs\u002F1.learn\u002F12.interfaces\u002F01.interface",{"title":603,"path":604,"stem":605},"12.2 Interface value","\u002Fdocs\u002Flearn\u002Finterface-value","docs\u002F1.learn\u002F12.interfaces\u002F02.interface-value",{"title":607,"path":608,"stem":609},"12.3 Interface parameter","\u002Fdocs\u002Flearn\u002Finterface-parameter","docs\u002F1.learn\u002F12.interfaces\u002F03.interface-parameter",{"title":611,"path":612,"stem":613},"12.4 Display","\u002Fdocs\u002Flearn\u002Fdisplay","docs\u002F1.learn\u002F12.interfaces\u002F04.display",{"title":615,"path":616,"stem":617},"12.5 Equatable","\u002Fdocs\u002Flearn\u002Fequatable","docs\u002F1.learn\u002F12.interfaces\u002F05.equatable",{"title":619,"path":620,"stem":621},"12.6 Comparable","\u002Fdocs\u002Flearn\u002Fcomparable","docs\u002F1.learn\u002F12.interfaces\u002F06.comparable",{"title":623,"path":624,"stem":625},"12.7 Structural equality","\u002Fdocs\u002Flearn\u002Fstructural-equality","docs\u002F1.learn\u002F12.interfaces\u002F07.structural-equality",{"title":627,"path":628,"stem":629},"12.8 Operator overload","\u002Fdocs\u002Flearn\u002Foperator-overload","docs\u002F1.learn\u002F12.interfaces\u002F08.operator-overload",{"title":631,"path":632,"stem":633},"12.9 Derived operator","\u002Fdocs\u002Flearn\u002Fderived-operator","docs\u002F1.learn\u002F12.interfaces\u002F09.derived-operator",{"title":635,"path":636,"stem":637,"children":638},"12.10 Indexer","\u002Fdocs\u002Flearn\u002Findexer","docs\u002F1.learn\u002F12.interfaces\u002F10.indexer",[639],{"title":635,"path":636,"stem":637},{"title":641,"path":642,"stem":643},"12.11 Iterator","\u002Fdocs\u002Flearn\u002Fiterator","docs\u002F1.learn\u002F12.interfaces\u002F11.iterator",{"title":645,"path":646,"stem":647},"12.12 Iterable","\u002Fdocs\u002Flearn\u002Fiterable","docs\u002F1.learn\u002F12.interfaces\u002F12.iterable",{"title":649,"path":650,"stem":651,"children":652,"icon":654},"Generics","\u002Fdocs\u002Flearn\u002Fgenerics","docs\u002F1.learn\u002F13.generics\u002F00.index",[653],{"title":49,"path":650,"stem":651},"i-lucide-boxes",{"title":656,"path":657,"stem":658},"13.1 Generic type","\u002Fdocs\u002Flearn\u002Fgeneric-type","docs\u002F1.learn\u002F13.generics\u002F01.generic-type",{"title":660,"path":661,"stem":662},"13.2 Generic method","\u002Fdocs\u002Flearn\u002Fgeneric-method","docs\u002F1.learn\u002F13.generics\u002F02.generic-method",{"title":664,"path":665,"stem":666},"13.3 Generic bound","\u002Fdocs\u002Flearn\u002Fgeneric-bound","docs\u002F1.learn\u002F13.generics\u002F03.generic-bound",{"title":668,"path":669,"stem":670},"13.4 Multiple bounds","\u002Fdocs\u002Flearn\u002Fmultiple-bounds","docs\u002F1.learn\u002F13.generics\u002F04.multiple-bounds",{"title":672,"path":673,"stem":674},"13.5 Generic outcome","\u002Fdocs\u002Flearn\u002Fgeneric-outcome","docs\u002F1.learn\u002F13.generics\u002F05.generic-outcome",{"title":676,"path":677,"stem":678},"13.6 Generic sum","\u002Fdocs\u002Flearn\u002Fgeneric-sum","docs\u002F1.learn\u002F13.generics\u002F06.generic-sum",{"title":680,"path":681,"stem":682,"children":683,"icon":685},"Text","\u002Fdocs\u002Flearn\u002Ftext","docs\u002F1.learn\u002F14.text\u002F00.index",[684],{"title":49,"path":681,"stem":682},"i-lucide-type",{"title":687,"path":688,"stem":689},"14.1 String literal","\u002Fdocs\u002Flearn\u002Fstring-literal","docs\u002F1.learn\u002F14.text\u002F01.string-literal",{"title":691,"path":692,"stem":693},"14.2 Encoding","\u002Fdocs\u002Flearn\u002Fencoding","docs\u002F1.learn\u002F14.text\u002F02.encoding",{"title":695,"path":696,"stem":697},"14.3 String view","\u002Fdocs\u002Flearn\u002Fstring-view","docs\u002F1.learn\u002F14.text\u002F03.string-view",{"title":699,"path":700,"stem":701},"14.4 String","\u002Fdocs\u002Flearn\u002Fstring","docs\u002F1.learn\u002F14.text\u002F04.string",{"title":703,"path":704,"stem":705},"14.5 String builder","\u002Fdocs\u002Flearn\u002Fstring-builder","docs\u002F1.learn\u002F14.text\u002F05.string-builder",{"title":707,"path":708,"stem":709},"14.6 UTF-8","\u002Fdocs\u002Flearn\u002Futf8","docs\u002F1.learn\u002F14.text\u002F06.utf8",{"title":711,"path":712,"stem":713},"14.7 Unicode","\u002Fdocs\u002Flearn\u002Funicode","docs\u002F1.learn\u002F14.text\u002F07.unicode",{"title":715,"path":716,"stem":717},"14.8 Unicode case","\u002Fdocs\u002Flearn\u002Funicode-case","docs\u002F1.learn\u002F14.text\u002F08.unicode-case",{"title":719,"path":720,"stem":721},"14.9 Format","\u002Fdocs\u002Flearn\u002Fformat","docs\u002F1.learn\u002F14.text\u002F09.format",{"title":723,"path":724,"stem":725},"14.10 Format number","\u002Fdocs\u002Flearn\u002Fformat-number","docs\u002F1.learn\u002F14.text\u002F10.format-number",{"title":727,"path":728,"stem":729},"14.11 Render","\u002Fdocs\u002Flearn\u002Frender","docs\u002F1.learn\u002F14.text\u002F11.render",{"title":731,"path":732,"stem":733},"14.12 Parse","\u002Fdocs\u002Flearn\u002Fparse","docs\u002F1.learn\u002F14.text\u002F12.parse",{"title":735,"path":736,"stem":737},"14.13 Input","\u002Fdocs\u002Flearn\u002Finput","docs\u002F1.learn\u002F14.text\u002F13.input",{"title":739,"path":740,"stem":741,"children":742,"icon":744},"Memory","\u002Fdocs\u002Flearn\u002Fmemory","docs\u002F1.learn\u002F15.memory\u002F00.index",[743],{"title":49,"path":740,"stem":741},"i-lucide-memory-stick",{"title":746,"path":747,"stem":748},"15.1 Pointer","\u002Fdocs\u002Flearn\u002Fpointer","docs\u002F1.learn\u002F15.memory\u002F01.pointer",{"title":750,"path":751,"stem":752},"15.2 Out parameter","\u002Fdocs\u002Flearn\u002Fout-parameter","docs\u002F1.learn\u002F15.memory\u002F02.out-parameter",{"title":754,"path":755,"stem":756},"15.3 Raw memory","\u002Fdocs\u002Flearn\u002Fraw-memory","docs\u002F1.learn\u002F15.memory\u002F03.raw-memory",{"title":758,"path":759,"stem":760},"15.4 Pointer arithmetic","\u002Fdocs\u002Flearn\u002Fpointer-arithmetic","docs\u002F1.learn\u002F15.memory\u002F04.pointer-arithmetic",{"title":762,"path":763,"stem":764},"15.5 Pointer slice","\u002Fdocs\u002Flearn\u002Fpointer-slice","docs\u002F1.learn\u002F15.memory\u002F05.pointer-slice",{"title":766,"path":767,"stem":768},"15.6 Optional pointer","\u002Fdocs\u002Flearn\u002Foptional-pointer","docs\u002F1.learn\u002F15.memory\u002F06.optional-pointer",{"title":770,"path":771,"stem":772},"15.7 Layout","\u002Fdocs\u002Flearn\u002Flayout","docs\u002F1.learn\u002F15.memory\u002F07.layout",{"title":774,"path":775,"stem":776},"15.8 Union","\u002Fdocs\u002Flearn\u002Funion","docs\u002F1.learn\u002F15.memory\u002F08.union",{"title":778,"path":779,"stem":780},"15.9 Allocator","\u002Fdocs\u002Flearn\u002Fallocator","docs\u002F1.learn\u002F15.memory\u002F09.allocator",{"title":782,"path":783,"stem":784},"15.10 Box","\u002Fdocs\u002Flearn\u002Fbox","docs\u002F1.learn\u002F15.memory\u002F10.box",{"title":786,"path":787,"stem":788},"15.11 Arena","\u002Fdocs\u002Flearn\u002Farena","docs\u002F1.learn\u002F15.memory\u002F11.arena",{"title":790,"path":791,"stem":792},"15.12 Fixed buffer","\u002Fdocs\u002Flearn\u002Ffixed-buffer","docs\u002F1.learn\u002F15.memory\u002F12.fixed-buffer",{"title":794,"path":795,"stem":796},"15.13 Pool","\u002Fdocs\u002Flearn\u002Fpool","docs\u002F1.learn\u002F15.memory\u002F13.pool",{"title":798,"path":799,"stem":800},"15.14 Zeroize","\u002Fdocs\u002Flearn\u002Fzeroize","docs\u002F1.learn\u002F15.memory\u002F14.zeroize",{"title":802,"path":803,"stem":804,"children":805,"icon":807},"Numbers","\u002Fdocs\u002Flearn\u002Fnumbers","docs\u002F1.learn\u002F16.numbers\u002F00.index",[806],{"title":49,"path":803,"stem":804},"i-lucide-binary",{"title":809,"path":810,"stem":811},"16.1 Wide integer","\u002Fdocs\u002Flearn\u002Fwide-integer","docs\u002F1.learn\u002F16.numbers\u002F01.wide-integer",{"title":813,"path":814,"stem":815},"16.2 Number limit","\u002Fdocs\u002Flearn\u002Fnumber-limit","docs\u002F1.learn\u002F16.numbers\u002F02.number-limit",{"title":817,"path":818,"stem":819},"16.3 Float special","\u002Fdocs\u002Flearn\u002Ffloat-special","docs\u002F1.learn\u002F16.numbers\u002F03.float-special",{"title":821,"path":822,"stem":823},"16.4 Bitwise","\u002Fdocs\u002Flearn\u002Fbitwise","docs\u002F1.learn\u002F16.numbers\u002F04.bitwise",{"title":825,"path":826,"stem":827},"16.5 Shift","\u002Fdocs\u002Flearn\u002Fshift","docs\u002F1.learn\u002F16.numbers\u002F05.shift",{"title":829,"path":830,"stem":831},"16.6 Checked arithmetic","\u002Fdocs\u002Flearn\u002Fchecked-arithmetic","docs\u002F1.learn\u002F16.numbers\u002F06.checked-arithmetic",{"title":833,"path":834,"stem":835},"16.7 Wrapping arithmetic","\u002Fdocs\u002Flearn\u002Fwrapping-arithmetic","docs\u002F1.learn\u002F16.numbers\u002F07.wrapping-arithmetic",{"title":837,"path":838,"stem":839},"16.8 Checked convert","\u002Fdocs\u002Flearn\u002Fchecked-convert","docs\u002F1.learn\u002F16.numbers\u002F08.checked-convert",{"title":841,"path":842,"stem":843},"16.9 Bit operation","\u002Fdocs\u002Flearn\u002Fbit-operation","docs\u002F1.learn\u002F16.numbers\u002F09.bit-operation",{"title":845,"path":846,"stem":847},"16.10 Endian","\u002Fdocs\u002Flearn\u002Fendian","docs\u002F1.learn\u002F16.numbers\u002F10.endian",{"title":849,"path":850,"stem":851},"16.11 Math","\u002Fdocs\u002Flearn\u002Fmath","docs\u002F1.learn\u002F16.numbers\u002F11.math",{"title":853,"path":854,"stem":855,"children":856,"icon":858},"Collections","\u002Fdocs\u002Flearn\u002Fcollections","docs\u002F1.learn\u002F17.collections\u002F00.index",[857],{"title":49,"path":854,"stem":855},"i-lucide-layers",{"title":860,"path":861,"stem":862},"17.1 Vector","\u002Fdocs\u002Flearn\u002Fvector","docs\u002F1.learn\u002F17.collections\u002F01.vector",{"title":864,"path":865,"stem":866},"17.2 Dynamic array","\u002Fdocs\u002Flearn\u002Fdynamic-array","docs\u002F1.learn\u002F17.collections\u002F02.dynamic-array",{"title":868,"path":869,"stem":870},"17.3 Deque","\u002Fdocs\u002Flearn\u002Fdeque","docs\u002F1.learn\u002F17.collections\u002F03.deque",{"title":872,"path":873,"stem":874},"17.4 Hash map","\u002Fdocs\u002Flearn\u002Fhash-map","docs\u002F1.learn\u002F17.collections\u002F04.hash-map",{"title":876,"path":877,"stem":878},"17.5 Hash set","\u002Fdocs\u002Flearn\u002Fhash-set","docs\u002F1.learn\u002F17.collections\u002F05.hash-set",{"title":880,"path":881,"stem":882},"17.6 Tree map","\u002Fdocs\u002Flearn\u002Ftree-map","docs\u002F1.learn\u002F17.collections\u002F06.tree-map",{"title":884,"path":885,"stem":886},"17.7 Tree set","\u002Fdocs\u002Flearn\u002Ftree-set","docs\u002F1.learn\u002F17.collections\u002F07.tree-set",{"title":888,"path":889,"stem":890,"children":891,"icon":893},"Algorithms","\u002Fdocs\u002Flearn\u002Falgorithms","docs\u002F1.learn\u002F18.algorithms\u002F00.index",[892],{"title":49,"path":889,"stem":890},"i-lucide-arrow-down-wide-narrow",{"title":895,"path":896,"stem":897},"18.1 Sort","\u002Fdocs\u002Flearn\u002Fsort","docs\u002F1.learn\u002F18.algorithms\u002F01.sort",{"title":899,"path":900,"stem":901},"18.2 Search","\u002Fdocs\u002Flearn\u002Fsearch","docs\u002F1.learn\u002F18.algorithms\u002F02.search",{"title":903,"path":904,"stem":905},"18.3 Binary search","\u002Fdocs\u002Flearn\u002Fbinary-search","docs\u002F1.learn\u002F18.algorithms\u002F03.binary-search",{"title":907,"path":908,"stem":909},"18.4 Min and max","\u002Fdocs\u002Flearn\u002Fmin-max","docs\u002F1.learn\u002F18.algorithms\u002F04.min-max",{"title":911,"path":912,"stem":913},"18.5 Fold","\u002Fdocs\u002Flearn\u002Ffold","docs\u002F1.learn\u002F18.algorithms\u002F05.fold",{"title":915,"path":916,"stem":917,"children":918,"icon":920},"Files","\u002Fdocs\u002Flearn\u002Ffiles","docs\u002F1.learn\u002F19.files\u002F00.index",[919],{"title":49,"path":916,"stem":917},"i-lucide-folder-open",{"title":922,"path":923,"stem":924},"19.1 Path","\u002Fdocs\u002Flearn\u002Fpath","docs\u002F1.learn\u002F19.files\u002F01.path",{"title":926,"path":927,"stem":928},"19.2 Path join","\u002Fdocs\u002Flearn\u002Fpath-join","docs\u002F1.learn\u002F19.files\u002F02.path-join",{"title":930,"path":931,"stem":932},"19.3 Path normalize","\u002Fdocs\u002Flearn\u002Fpath-normalize","docs\u002F1.learn\u002F19.files\u002F03.path-normalize",{"title":934,"path":935,"stem":936},"19.4 File","\u002Fdocs\u002Flearn\u002Ffile","docs\u002F1.learn\u002F19.files\u002F04.file",{"title":938,"path":939,"stem":940},"19.5 Directory","\u002Fdocs\u002Flearn\u002Fdirectory","docs\u002F1.learn\u002F19.files\u002F05.directory",{"title":942,"path":943,"stem":944},"19.6 Metadata","\u002Fdocs\u002Flearn\u002Fmetadata","docs\u002F1.learn\u002F19.files\u002F06.metadata",{"title":946,"path":947,"stem":948},"19.7 Binary","\u002Fdocs\u002Flearn\u002Fbinary","docs\u002F1.learn\u002F19.files\u002F07.binary",{"title":950,"path":951,"stem":952},"19.8 Buffered I\u002FO","\u002Fdocs\u002Flearn\u002Fbuffered-io","docs\u002F1.learn\u002F19.files\u002F08.buffered-io",{"title":954,"path":955,"stem":956},"19.9 Atomic file","\u002Fdocs\u002Flearn\u002Fatomic-file","docs\u002F1.learn\u002F19.files\u002F09.atomic-file",{"title":958,"path":959,"stem":960},"19.10 Temporary file","\u002Fdocs\u002Flearn\u002Ftemporary-file","docs\u002F1.learn\u002F19.files\u002F10.temporary-file",{"title":962,"path":963,"stem":964,"children":965,"icon":967},"Utilities","\u002Fdocs\u002Flearn\u002Futilities","docs\u002F1.learn\u002F20.utilities\u002F00.index",[966],{"title":49,"path":963,"stem":964},"i-lucide-wrench",{"title":969,"path":970,"stem":971},"20.1 Duration","\u002Fdocs\u002Flearn\u002Fduration","docs\u002F1.learn\u002F20.utilities\u002F01.duration",{"title":973,"path":974,"stem":975},"20.2 Stopwatch","\u002Fdocs\u002Flearn\u002Fstopwatch","docs\u002F1.learn\u002F20.utilities\u002F02.stopwatch",{"title":977,"path":978,"stem":979},"20.3 Date","\u002Fdocs\u002Flearn\u002Fdate","docs\u002F1.learn\u002F20.utilities\u002F03.date",{"title":981,"path":982,"stem":983},"20.4 Date and time","\u002Fdocs\u002Flearn\u002Fdate-time","docs\u002F1.learn\u002F20.utilities\u002F04.date-time",{"title":985,"path":986,"stem":987},"20.5 Random","\u002Fdocs\u002Flearn\u002Frandom","docs\u002F1.learn\u002F20.utilities\u002F05.random",{"title":989,"path":990,"stem":991},"20.6 Distribution","\u002Fdocs\u002Flearn\u002Fdistribution","docs\u002F1.learn\u002F20.utilities\u002F06.distribution",{"title":993,"path":994,"stem":995},"20.7 Entropy","\u002Fdocs\u002Flearn\u002Fentropy","docs\u002F1.learn\u002F20.utilities\u002F07.entropy",{"title":997,"path":998,"stem":999},"20.8 Hash","\u002Fdocs\u002Flearn\u002Fhash","docs\u002F1.learn\u002F20.utilities\u002F08.hash",{"title":1001,"path":1002,"stem":1003},"20.9 UUID","\u002Fdocs\u002Flearn\u002Fuuid","docs\u002F1.learn\u002F20.utilities\u002F09.uuid",{"title":1005,"path":1006,"stem":1007,"children":1008,"icon":1010},"Data formats","\u002Fdocs\u002Flearn\u002Fdata-formats","docs\u002F1.learn\u002F21.data-formats\u002F00.index",[1009],{"title":49,"path":1006,"stem":1007},"i-lucide-file-json",{"title":1012,"path":1013,"stem":1014},"21.1 JSON","\u002Fdocs\u002Flearn\u002Fjson","docs\u002F1.learn\u002F21.data-formats\u002F01.json",{"title":1016,"path":1017,"stem":1018},"21.2 Writing JSON","\u002Fdocs\u002Flearn\u002Fjson-write","docs\u002F1.learn\u002F21.data-formats\u002F02.json-write",{"title":1020,"path":1021,"stem":1022},"21.3 Streaming JSON","\u002Fdocs\u002Flearn\u002Fjson-stream","docs\u002F1.learn\u002F21.data-formats\u002F03.json-stream",{"title":1024,"path":1025,"stem":1026},"21.4 TOML","\u002Fdocs\u002Flearn\u002Ftoml","docs\u002F1.learn\u002F21.data-formats\u002F04.toml",{"title":1028,"path":1029,"stem":1030},"21.5 Writing TOML","\u002Fdocs\u002Flearn\u002Ftoml-write","docs\u002F1.learn\u002F21.data-formats\u002F05.toml-write",{"title":1032,"path":1033,"stem":1034,"children":1035,"icon":1037},"Packages","\u002Fdocs\u002Flearn\u002Fpackages","docs\u002F1.learn\u002F22.packages\u002F00.index",[1036],{"title":49,"path":1033,"stem":1034},"i-lucide-package",{"title":1039,"path":1040,"stem":1041},"22.1 Module","\u002Fdocs\u002Flearn\u002Fmodule","docs\u002F1.learn\u002F22.packages\u002F01.module",{"title":1043,"path":1044,"stem":1045},"22.2 Visibility","\u002Fdocs\u002Flearn\u002Fvisibility","docs\u002F1.learn\u002F22.packages\u002F02.visibility",{"title":1047,"path":1048,"stem":1049},"22.3 Package","\u002Fdocs\u002Flearn\u002Fpackage","docs\u002F1.learn\u002F22.packages\u002F03.package",{"title":1051,"path":1052,"stem":1053},"22.4 Dependency","\u002Fdocs\u002Flearn\u002Fdependency","docs\u002F1.learn\u002F22.packages\u002F04.dependency",{"title":1055,"path":1056,"stem":1057},"22.5 Workspace","\u002Fdocs\u002Flearn\u002Fworkspace","docs\u002F1.learn\u002F22.packages\u002F05.workspace",{"title":1059,"path":1060,"stem":1061},"22.6 Source library","\u002Fdocs\u002Flearn\u002Fsource-library","docs\u002F1.learn\u002F22.packages\u002F06.source-library",{"title":1063,"path":1064,"stem":1065},"22.7 Static library","\u002Fdocs\u002Flearn\u002Fstatic-library","docs\u002F1.learn\u002F22.packages\u002F07.static-library",{"title":1067,"path":1068,"stem":1069},"22.8 Shared library","\u002Fdocs\u002Flearn\u002Fshared-library","docs\u002F1.learn\u002F22.packages\u002F08.shared-library",{"title":1071,"path":1072,"stem":1073},"22.9 Documentation","\u002Fdocs\u002Flearn\u002Fdocumentation","docs\u002F1.learn\u002F22.packages\u002F09.documentation",{"title":1075,"path":1076,"stem":1077},"22.10 Tooling","\u002Fdocs\u002Flearn\u002Ftooling","docs\u002F1.learn\u002F22.packages\u002F10.tooling",{"title":1079,"path":1080,"stem":1081,"children":1082,"icon":1084},"Compile time","\u002Fdocs\u002Flearn\u002Fcompile-time","docs\u002F1.learn\u002F23.compile-time\u002F00.index",[1083],{"title":49,"path":1080,"stem":1081},"i-lucide-cpu",{"title":1086,"path":1087,"stem":1088},"23.1 When","\u002Fdocs\u002Flearn\u002Fwhen","docs\u002F1.learn\u002F23.compile-time\u002F01.when",{"title":1090,"path":1091,"stem":1092},"23.2 Target","\u002Fdocs\u002Flearn\u002Ftarget","docs\u002F1.learn\u002F23.compile-time\u002F02.target",{"title":1094,"path":1095,"stem":1096},"23.3 Build mode","\u002Fdocs\u002Flearn\u002Fbuild-mode","docs\u002F1.learn\u002F23.compile-time\u002F03.build-mode",{"title":1098,"path":1099,"stem":1100},"23.4 Source location","\u002Fdocs\u002Flearn\u002Fsource-location","docs\u002F1.learn\u002F23.compile-time\u002F04.source-location",{"title":1102,"path":1103,"stem":1104},"23.5 Compile error","\u002Fdocs\u002Flearn\u002Fcompile-error","docs\u002F1.learn\u002F23.compile-time\u002F05.compile-error",{"title":1106,"path":1107,"stem":1108},"23.6 Define","\u002Fdocs\u002Flearn\u002Fdefine","docs\u002F1.learn\u002F23.compile-time\u002F06.define",{"title":1110,"path":1111,"stem":1112},"23.7 Intrinsic","\u002Fdocs\u002Flearn\u002Fintrinsic","docs\u002F1.learn\u002F23.compile-time\u002F07.intrinsic",{"title":1114,"path":1115,"stem":1116,"children":1117,"icon":1119},"Platform","\u002Fdocs\u002Flearn\u002Fplatform","docs\u002F1.learn\u002F24.platform\u002F00.index",[1118],{"title":49,"path":1115,"stem":1116},"i-lucide-monitor-cog",{"title":1121,"path":1122,"stem":1123},"24.1 Extern","\u002Fdocs\u002Flearn\u002Fextern","docs\u002F1.learn\u002F24.platform\u002F01.extern",{"title":1125,"path":1126,"stem":1127},"24.2 C interop","\u002Fdocs\u002Flearn\u002Fc-interop","docs\u002F1.learn\u002F24.platform\u002F02.c-interop",{"title":1129,"path":1130,"stem":1131},"24.3 ABI","\u002Fdocs\u002Flearn\u002Fabi","docs\u002F1.learn\u002F24.platform\u002F03.abi",{"title":1133,"path":1134,"stem":1135},"24.4 Assembly","\u002Fdocs\u002Flearn\u002Fasm","docs\u002F1.learn\u002F24.platform\u002F04.asm",{"title":1137,"path":1138,"stem":1139},"24.5 ARM assembly","\u002Fdocs\u002Flearn\u002Fasm-arm","docs\u002F1.learn\u002F24.platform\u002F05.asm-arm",{"title":1141,"path":1142,"stem":1143,"children":1144,"icon":1146},"Projects","\u002Fdocs\u002Flearn\u002Fprojects","docs\u002F1.learn\u002F25.projects\u002F00.index",[1145],{"title":49,"path":1142,"stem":1143},"i-lucide-hammer",{"title":1148,"path":1149,"stem":1150},"25.1 Thanks","\u002Fdocs\u002Flearn\u002Fthanks","docs\u002F1.learn\u002F25.projects\u002F01.thanks",{"title":1152,"path":1153,"stem":1154},"25.2 FizzBuzz","\u002Fdocs\u002Flearn\u002Ffizz-buzz","docs\u002F1.learn\u002F25.projects\u002F02.fizz-buzz",{"title":1156,"path":1157,"stem":1158},"25.3 Temperature","\u002Fdocs\u002Flearn\u002Ftemperature","docs\u002F1.learn\u002F25.projects\u002F03.temperature",{"title":1160,"path":1161,"stem":1162},"25.4 Prime","\u002Fdocs\u002Flearn\u002Fprime","docs\u002F1.learn\u002F25.projects\u002F04.prime",{"title":1164,"path":1165,"stem":1166},"25.5 Calculator","\u002Fdocs\u002Flearn\u002Fcalculator","docs\u002F1.learn\u002F25.projects\u002F05.calculator",{"title":1168,"path":1169,"stem":1170},"25.6 Circle","\u002Fdocs\u002Flearn\u002Fcircle","docs\u002F1.learn\u002F25.projects\u002F06.circle",{"title":1172,"path":1173,"stem":1174},"25.7 Quadratic","\u002Fdocs\u002Flearn\u002Fquadratic","docs\u002F1.learn\u002F25.projects\u002F07.quadratic",{"title":1176,"path":1177,"stem":1178},"25.8 Word count","\u002Fdocs\u002Flearn\u002Fword-count","docs\u002F1.learn\u002F25.projects\u002F08.word-count",{"title":1180,"path":1181,"stem":1182},"25.9 Inventory","\u002Fdocs\u002Flearn\u002Finventory","docs\u002F1.learn\u002F25.projects\u002F09.inventory",{"title":1184,"path":1185,"stem":1186},"25.10 Statistics","\u002Fdocs\u002Flearn\u002Fstatistics","docs\u002F1.learn\u002F25.projects\u002F10.statistics",{"title":1188,"path":1189,"stem":1190},"25.11 Guess","\u002Fdocs\u002Flearn\u002Fguess","docs\u002F1.learn\u002F25.projects\u002F11.guess",{"title":1192,"path":1193,"stem":1194},"25.12 Age","\u002Fdocs\u002Flearn\u002Fage","docs\u002F1.learn\u002F25.projects\u002F12.age",{"title":1196,"path":1197,"stem":1198},"25.13 Password","\u002Fdocs\u002Flearn\u002Fpassword","docs\u002F1.learn\u002F25.projects\u002F13.password",{"title":1200,"path":1201,"stem":1202},"25.14 Launch","\u002Fdocs\u002Flearn\u002Flaunch","docs\u002F1.learn\u002F25.projects\u002F14.launch",{"title":1204,"path":1205,"stem":1206},"25.15 Notes","\u002Fdocs\u002Flearn\u002Fnotes","docs\u002F1.learn\u002F25.projects\u002F15.notes",{"title":1208,"path":1209,"stem":1210},"25.16 Melody","\u002Fdocs\u002Flearn\u002Fmelody","docs\u002F1.learn\u002F25.projects\u002F16.melody",{"title":1212,"path":1213,"stem":1214,"children":1215},"Rux Reference","\u002Fdocs\u002Flang","docs\u002F2.lang\u002Findex",[1216,1217,1221,1249,1279,1299,1339,1363,1374,1398,1418,1426,1438,1446,1454,1462,1470,1478,1490,1505,1520,1538,1553,1572,1600,1619,1635,1663,1699,1715,1723],{"title":49,"path":1213,"stem":1214},{"title":1218,"path":1219,"stem":1220},"Introduction","\u002Fdocs\u002Flang\u002Fintroduction","docs\u002F2.lang\u002F01.introduction",{"title":1222,"path":1223,"stem":1224,"children":1225,"page":29},"Lexical Structure","\u002Fdocs\u002Flang\u002Flexical","docs\u002F2.lang\u002F02.lexical",[1226,1230,1234,1238,1242,1246],{"title":1227,"path":1228,"stem":1229},"Source Files","\u002Fdocs\u002Flang\u002Flexical\u002Fsource-files","docs\u002F2.lang\u002F02.lexical\u002F1.source-files",{"title":1231,"path":1232,"stem":1233},"Comments","\u002Fdocs\u002Flang\u002Flexical\u002Fcomments","docs\u002F2.lang\u002F02.lexical\u002F2.comments",{"title":1235,"path":1236,"stem":1237},"Identifiers","\u002Fdocs\u002Flang\u002Flexical\u002Fidentifiers","docs\u002F2.lang\u002F02.lexical\u002F3.identifiers",{"title":1239,"path":1240,"stem":1241},"Keywords","\u002Fdocs\u002Flang\u002Flexical\u002Fkeywords","docs\u002F2.lang\u002F02.lexical\u002F4.keywords",{"title":1243,"path":1244,"stem":1245},"Literals","\u002Fdocs\u002Flang\u002Flexical\u002Fliterals","docs\u002F2.lang\u002F02.lexical\u002F5.literals",{"title":166,"path":1247,"stem":1248},"\u002Fdocs\u002Flang\u002Flexical\u002Foperators","docs\u002F2.lang\u002F02.lexical\u002F6.operators",{"title":326,"path":1250,"stem":1251,"children":1252,"page":29},"\u002Fdocs\u002Flang\u002Ftypes","docs\u002F2.lang\u002F03.types",[1253,1256,1260,1264,1268,1272,1275],{"title":49,"path":1254,"stem":1255},"\u002Fdocs\u002Flang\u002Ftypes\u002Foverview","docs\u002F2.lang\u002F03.types\u002F1.overview",{"title":1257,"path":1258,"stem":1259},"Integers","\u002Fdocs\u002Flang\u002Ftypes\u002Fintegers","docs\u002F2.lang\u002F03.types\u002F2.integers",{"title":1261,"path":1262,"stem":1263},"Floating-Point","\u002Fdocs\u002Flang\u002Ftypes\u002Ffloating-point","docs\u002F2.lang\u002F03.types\u002F3.floating-point",{"title":1265,"path":1266,"stem":1267},"Booleans","\u002Fdocs\u002Flang\u002Ftypes\u002Fbooleans","docs\u002F2.lang\u002F03.types\u002F4.booleans",{"title":1269,"path":1270,"stem":1271},"Characters","\u002Fdocs\u002Flang\u002Ftypes\u002Fcharacters","docs\u002F2.lang\u002F03.types\u002F5.characters",{"title":680,"path":1273,"stem":1274},"\u002Fdocs\u002Flang\u002Ftypes\u002Ftext","docs\u002F2.lang\u002F03.types\u002F6.text",{"title":1276,"path":1277,"stem":1278},"Aliases","\u002Fdocs\u002Flang\u002Ftypes\u002Faliases","docs\u002F2.lang\u002F03.types\u002F7.aliases",{"title":1280,"path":1281,"stem":1282,"children":1283,"page":29},"Bindings","\u002Fdocs\u002Flang\u002Fbindings","docs\u002F2.lang\u002F04.bindings",[1284,1287,1291,1295],{"title":49,"path":1285,"stem":1286},"\u002Fdocs\u002Flang\u002Fbindings\u002Foverview","docs\u002F2.lang\u002F04.bindings\u002F1.overview",{"title":1288,"path":1289,"stem":1290},"Constants","\u002Fdocs\u002Flang\u002Fbindings\u002Fconstants","docs\u002F2.lang\u002F04.bindings\u002F2.constants",{"title":1292,"path":1293,"stem":1294},"Initialization","\u002Fdocs\u002Flang\u002Fbindings\u002Finitialization","docs\u002F2.lang\u002F04.bindings\u002F3.initialization",{"title":1296,"path":1297,"stem":1298},"Destructuring","\u002Fdocs\u002Flang\u002Fbindings\u002Fdestructuring","docs\u002F2.lang\u002F04.bindings\u002F4.destructuring",{"title":1300,"path":1301,"stem":1302,"children":1303,"page":29},"Expressions","\u002Fdocs\u002Flang\u002Fexpressions","docs\u002F2.lang\u002F05.expressions",[1304,1307,1311,1315,1319,1323,1327,1331,1335],{"title":49,"path":1305,"stem":1306},"\u002Fdocs\u002Flang\u002Fexpressions\u002Foverview","docs\u002F2.lang\u002F05.expressions\u002F1.overview",{"title":1308,"path":1309,"stem":1310},"Arithmetic","\u002Fdocs\u002Flang\u002Fexpressions\u002Farithmetic","docs\u002F2.lang\u002F05.expressions\u002F2.arithmetic",{"title":1312,"path":1313,"stem":1314},"Comparison","\u002Fdocs\u002Flang\u002Fexpressions\u002Fcomparison","docs\u002F2.lang\u002F05.expressions\u002F3.comparison",{"title":1316,"path":1317,"stem":1318},"Logical","\u002Fdocs\u002Flang\u002Fexpressions\u002Flogical","docs\u002F2.lang\u002F05.expressions\u002F4.logical",{"title":1320,"path":1321,"stem":1322},"Bitwise","\u002Fdocs\u002Flang\u002Fexpressions\u002Fbitwise","docs\u002F2.lang\u002F05.expressions\u002F5.bitwise",{"title":1324,"path":1325,"stem":1326},"Shift","\u002Fdocs\u002Flang\u002Fexpressions\u002Fshift","docs\u002F2.lang\u002F05.expressions\u002F6.shift",{"title":1328,"path":1329,"stem":1330},"Assignment","\u002Fdocs\u002Flang\u002Fexpressions\u002Fassignment","docs\u002F2.lang\u002F05.expressions\u002F7.assignment",{"title":1332,"path":1333,"stem":1334},"Conditional","\u002Fdocs\u002Flang\u002Fexpressions\u002Fconditional","docs\u002F2.lang\u002F05.expressions\u002F8.conditional",{"title":1336,"path":1337,"stem":1338},"Casts","\u002Fdocs\u002Flang\u002Fexpressions\u002Fcasts","docs\u002F2.lang\u002F05.expressions\u002F9.casts",{"title":1340,"path":1341,"stem":1342,"children":1343,"page":29},"Statements","\u002Fdocs\u002Flang\u002Fstatements","docs\u002F2.lang\u002F06.statements",[1344,1347,1351,1355,1359],{"title":49,"path":1345,"stem":1346},"\u002Fdocs\u002Flang\u002Fstatements\u002Foverview","docs\u002F2.lang\u002F06.statements\u002F1.overview",{"title":1348,"path":1349,"stem":1350},"if","\u002Fdocs\u002Flang\u002Fstatements\u002Fif","docs\u002F2.lang\u002F06.statements\u002F2.if",{"title":1352,"path":1353,"stem":1354},"Loops","\u002Fdocs\u002Flang\u002Fstatements\u002Floops","docs\u002F2.lang\u002F06.statements\u002F3.loops",{"title":1356,"path":1357,"stem":1358},"break \u002F continue","\u002Fdocs\u002Flang\u002Fstatements\u002Fbreak-continue","docs\u002F2.lang\u002F06.statements\u002F4.break-continue",{"title":1360,"path":1361,"stem":1362},"return","\u002Fdocs\u002Flang\u002Fstatements\u002Freturn","docs\u002F2.lang\u002F06.statements\u002F5.return",{"title":385,"path":1364,"stem":1365,"children":1366,"page":29},"\u002Fdocs\u002Flang\u002Fpatterns","docs\u002F2.lang\u002F07.patterns",[1367,1371],{"title":1368,"path":1369,"stem":1370},"match","\u002Fdocs\u002Flang\u002Fpatterns\u002Fmatch","docs\u002F2.lang\u002F07.patterns\u002F1.match",{"title":385,"path":1372,"stem":1373},"\u002Fdocs\u002Flang\u002Fpatterns\u002Fpatterns","docs\u002F2.lang\u002F07.patterns\u002F2.patterns",{"title":252,"path":1375,"stem":1376,"children":1377,"page":29},"\u002Fdocs\u002Flang\u002Ffunctions","docs\u002F2.lang\u002F08.functions",[1378,1382,1386,1390,1394],{"title":1379,"path":1380,"stem":1381},"Declaration","\u002Fdocs\u002Flang\u002Ffunctions\u002Fdeclaration","docs\u002F2.lang\u002F08.functions\u002F1.declaration",{"title":1383,"path":1384,"stem":1385},"Parameters","\u002Fdocs\u002Flang\u002Ffunctions\u002Fparameters","docs\u002F2.lang\u002F08.functions\u002F2.parameters",{"title":1387,"path":1388,"stem":1389},"Overloading","\u002Fdocs\u002Flang\u002Ffunctions\u002Foverloading","docs\u002F2.lang\u002F08.functions\u002F3.overloading",{"title":1391,"path":1392,"stem":1393},"Function types","\u002Fdocs\u002Flang\u002Ffunctions\u002Ffunction-types","docs\u002F2.lang\u002F08.functions\u002F4.function-types",{"title":1395,"path":1396,"stem":1397},"Main","\u002Fdocs\u002Flang\u002Ffunctions\u002Fmain","docs\u002F2.lang\u002F08.functions\u002F5.main",{"title":1399,"path":1400,"stem":1401,"children":1402,"page":29},"Structures","\u002Fdocs\u002Flang\u002Fstructs","docs\u002F2.lang\u002F09.structs",[1403,1406,1410,1414],{"title":49,"path":1404,"stem":1405},"\u002Fdocs\u002Flang\u002Fstructs\u002Foverview","docs\u002F2.lang\u002F09.structs\u002F1.overview",{"title":1407,"path":1408,"stem":1409},"Methods","\u002Fdocs\u002Flang\u002Fstructs\u002Fmethods","docs\u002F2.lang\u002F09.structs\u002F2.methods",{"title":1411,"path":1412,"stem":1413},"Constructors","\u002Fdocs\u002Flang\u002Fstructs\u002Fconstructors","docs\u002F2.lang\u002F09.structs\u002F3.constructors",{"title":1415,"path":1416,"stem":1417},"Extensions","\u002Fdocs\u002Flang\u002Fstructs\u002Fextensions","docs\u002F2.lang\u002F09.structs\u002F4.extensions",{"title":1419,"path":1420,"stem":1421,"children":1422,"page":29},"Enumerations","\u002Fdocs\u002Flang\u002Fenums","docs\u002F2.lang\u002F10.enums",[1423],{"title":49,"path":1424,"stem":1425},"\u002Fdocs\u002Flang\u002Fenums\u002Foverview","docs\u002F2.lang\u002F10.enums\u002F1.overview",{"title":1427,"path":1428,"stem":1429,"children":1430,"page":29},"Variants","\u002Fdocs\u002Flang\u002Fvariants","docs\u002F2.lang\u002F11.variants",[1431,1434],{"title":49,"path":1432,"stem":1433},"\u002Fdocs\u002Flang\u002Fvariants\u002Foverview","docs\u002F2.lang\u002F11.variants\u002F1.overview",{"title":1435,"path":1436,"stem":1437},"Matching","\u002Fdocs\u002Flang\u002Fvariants\u002Fmatching","docs\u002F2.lang\u002F11.variants\u002F2.matching",{"title":1439,"path":1440,"stem":1441,"children":1442,"page":29},"Unions","\u002Fdocs\u002Flang\u002Funions","docs\u002F2.lang\u002F12.unions",[1443],{"title":49,"path":1444,"stem":1445},"\u002Fdocs\u002Flang\u002Funions\u002Foverview","docs\u002F2.lang\u002F12.unions\u002F1.overview",{"title":1447,"path":1448,"stem":1449,"children":1450,"page":29},"Tuples","\u002Fdocs\u002Flang\u002Ftuples","docs\u002F2.lang\u002F13.tuples",[1451],{"title":49,"path":1452,"stem":1453},"\u002Fdocs\u002Flang\u002Ftuples\u002Foverview","docs\u002F2.lang\u002F13.tuples\u002F1.overview",{"title":1455,"path":1456,"stem":1457,"children":1458,"page":29},"Arrays","\u002Fdocs\u002Flang\u002Farrays","docs\u002F2.lang\u002F14.arrays",[1459],{"title":49,"path":1460,"stem":1461},"\u002Fdocs\u002Flang\u002Farrays\u002Foverview","docs\u002F2.lang\u002F14.arrays\u002F1.overview",{"title":1463,"path":1464,"stem":1465,"children":1466,"page":29},"Slices","\u002Fdocs\u002Flang\u002Fslices","docs\u002F2.lang\u002F15.slices",[1467],{"title":49,"path":1468,"stem":1469},"\u002Fdocs\u002Flang\u002Fslices\u002Foverview","docs\u002F2.lang\u002F15.slices\u002F1.overview",{"title":1471,"path":1472,"stem":1473,"children":1474,"page":29},"Ranges","\u002Fdocs\u002Flang\u002Franges","docs\u002F2.lang\u002F16.ranges",[1475],{"title":49,"path":1476,"stem":1477},"\u002Fdocs\u002Flang\u002Franges\u002Foverview","docs\u002F2.lang\u002F16.ranges\u002F1.overview",{"title":1479,"path":1480,"stem":1481,"children":1482,"page":29},"References","\u002Fdocs\u002Flang\u002Freferences","docs\u002F2.lang\u002F17.references",[1483,1486],{"title":49,"path":1484,"stem":1485},"\u002Fdocs\u002Flang\u002Freferences\u002Foverview","docs\u002F2.lang\u002F17.references\u002F1.overview",{"title":1487,"path":1488,"stem":1489},"Exclusivity","\u002Fdocs\u002Flang\u002Freferences\u002Fexclusivity","docs\u002F2.lang\u002F17.references\u002F2.exclusivity",{"title":1491,"path":1492,"stem":1493,"children":1494,"page":29},"Pointers","\u002Fdocs\u002Flang\u002Fpointers","docs\u002F2.lang\u002F18.pointers",[1495,1498,1501],{"title":49,"path":1496,"stem":1497},"\u002Fdocs\u002Flang\u002Fpointers\u002Foverview","docs\u002F2.lang\u002F18.pointers\u002F1.overview",{"title":1308,"path":1499,"stem":1500},"\u002Fdocs\u002Flang\u002Fpointers\u002Farithmetic","docs\u002F2.lang\u002F18.pointers\u002F2.arithmetic",{"title":1502,"path":1503,"stem":1504},"Slicing","\u002Fdocs\u002Flang\u002Fpointers\u002Fslicing","docs\u002F2.lang\u002F18.pointers\u002F3.slicing",{"title":416,"path":1506,"stem":1507,"children":1508,"page":29},"\u002Fdocs\u002Flang\u002Foptionals","docs\u002F2.lang\u002F19.optionals",[1509,1512,1516],{"title":49,"path":1510,"stem":1511},"\u002Fdocs\u002Flang\u002Foptionals\u002Foverview","docs\u002F2.lang\u002F19.optionals\u002F1.overview",{"title":1513,"path":1514,"stem":1515},"Coalescing","\u002Fdocs\u002Flang\u002Foptionals\u002Fcoalescing","docs\u002F2.lang\u002F19.optionals\u002F2.coalescing",{"title":1517,"path":1518,"stem":1519},"Propagation","\u002Fdocs\u002Flang\u002Foptionals\u002Fpropagation","docs\u002F2.lang\u002F19.optionals\u002F3.propagation",{"title":447,"path":1521,"stem":1522,"children":1523,"page":29},"\u002Fdocs\u002Flang\u002Ferrors","docs\u002F2.lang\u002F20.errors",[1524,1527,1531,1534],{"title":49,"path":1525,"stem":1526},"\u002Fdocs\u002Flang\u002Ferrors\u002Foverview","docs\u002F2.lang\u002F20.errors\u002F1.overview",{"title":1528,"path":1529,"stem":1530},"Handling","\u002Fdocs\u002Flang\u002Ferrors\u002Fhandling","docs\u002F2.lang\u002F20.errors\u002F2.handling",{"title":1517,"path":1532,"stem":1533},"\u002Fdocs\u002Flang\u002Ferrors\u002Fpropagation","docs\u002F2.lang\u002F20.errors\u002F3.propagation",{"title":1535,"path":1536,"stem":1537},"Panics","\u002Fdocs\u002Flang\u002Ferrors\u002Fpanics","docs\u002F2.lang\u002F20.errors\u002F4.panics",{"title":1539,"path":1540,"stem":1541,"children":1542,"page":29},"Sum Types","\u002Fdocs\u002Flang\u002Fsums","docs\u002F2.lang\u002F21.sums",[1543,1546,1549],{"title":49,"path":1544,"stem":1545},"\u002Fdocs\u002Flang\u002Fsums\u002Foverview","docs\u002F2.lang\u002F21.sums\u002F1.overview",{"title":385,"path":1547,"stem":1548},"\u002Fdocs\u002Flang\u002Fsums\u002Fpatterns","docs\u002F2.lang\u002F21.sums\u002F2.patterns",{"title":1550,"path":1551,"stem":1552},"Type Tests","\u002Fdocs\u002Flang\u002Fsums\u002Ftype-tests","docs\u002F2.lang\u002F21.sums\u002F3.type-tests",{"title":545,"path":1554,"stem":1555,"children":1556,"page":29},"\u002Fdocs\u002Flang\u002Fownership","docs\u002F2.lang\u002F22.ownership",[1557,1560,1564,1568],{"title":49,"path":1558,"stem":1559},"\u002Fdocs\u002Flang\u002Fownership\u002Foverview","docs\u002F2.lang\u002F22.ownership\u002F1.overview",{"title":1561,"path":1562,"stem":1563},"Copy and Move","\u002Fdocs\u002Flang\u002Fownership\u002Fcopy-and-move","docs\u002F2.lang\u002F22.ownership\u002F2.copy-and-move",{"title":1565,"path":1566,"stem":1567},"Destructors","\u002Fdocs\u002Flang\u002Fownership\u002Fdestructors","docs\u002F2.lang\u002F22.ownership\u002F3.destructors",{"title":1569,"path":1570,"stem":1571},"Defer","\u002Fdocs\u002Flang\u002Fownership\u002Fdefer","docs\u002F2.lang\u002F22.ownership\u002F4.defer",{"title":592,"path":1573,"stem":1574,"children":1575,"page":29},"\u002Fdocs\u002Flang\u002Finterfaces","docs\u002F2.lang\u002F23.interfaces",[1576,1579,1583,1587,1590,1596],{"title":49,"path":1577,"stem":1578},"\u002Fdocs\u002Flang\u002Finterfaces\u002Foverview","docs\u002F2.lang\u002F23.interfaces\u002F1.overview",{"title":1580,"path":1581,"stem":1582},"Interface Values","\u002Fdocs\u002Flang\u002Finterfaces\u002Finterface-values","docs\u002F2.lang\u002F23.interfaces\u002F2.interface-values",{"title":1584,"path":1585,"stem":1586},"Core Interfaces","\u002Fdocs\u002Flang\u002Finterfaces\u002Fcore-interfaces","docs\u002F2.lang\u002F23.interfaces\u002F3.core-interfaces",{"title":166,"path":1588,"stem":1589},"\u002Fdocs\u002Flang\u002Finterfaces\u002Foperators","docs\u002F2.lang\u002F23.interfaces\u002F4.operators",{"title":1591,"path":1592,"stem":1593,"children":1594},"Indexers","\u002Fdocs\u002Flang\u002Finterfaces\u002Findexers","docs\u002F2.lang\u002F23.interfaces\u002F5.indexers",[1595],{"title":1591,"path":1592,"stem":1593},{"title":1597,"path":1598,"stem":1599},"Iteration","\u002Fdocs\u002Flang\u002Finterfaces\u002Fiteration","docs\u002F2.lang\u002F23.interfaces\u002F6.iteration",{"title":649,"path":1601,"stem":1602,"children":1603,"page":29},"\u002Fdocs\u002Flang\u002Fgenerics","docs\u002F2.lang\u002F24.generics",[1604,1607,1611,1615],{"title":49,"path":1605,"stem":1606},"\u002Fdocs\u002Flang\u002Fgenerics\u002Foverview","docs\u002F2.lang\u002F24.generics\u002F1.overview",{"title":1608,"path":1609,"stem":1610},"Generic Types","\u002Fdocs\u002Flang\u002Fgenerics\u002Ftypes","docs\u002F2.lang\u002F24.generics\u002F2.types",{"title":1612,"path":1613,"stem":1614},"Generic Methods","\u002Fdocs\u002Flang\u002Fgenerics\u002Fmethods","docs\u002F2.lang\u002F24.generics\u002F3.methods",{"title":1616,"path":1617,"stem":1618},"Bounds","\u002Fdocs\u002Flang\u002Fgenerics\u002Fbounds","docs\u002F2.lang\u002F24.generics\u002F4.bounds",{"title":1620,"path":1621,"stem":1622,"children":1623,"page":29},"Modules","\u002Fdocs\u002Flang\u002Fmodules","docs\u002F2.lang\u002F25.modules",[1624,1627,1631],{"title":49,"path":1625,"stem":1626},"\u002Fdocs\u002Flang\u002Fmodules\u002Foverview","docs\u002F2.lang\u002F25.modules\u002F1.overview",{"title":1628,"path":1629,"stem":1630},"Imports","\u002Fdocs\u002Flang\u002Fmodules\u002Fimports","docs\u002F2.lang\u002F25.modules\u002F2.imports",{"title":1632,"path":1633,"stem":1634},"Visibility","\u002Fdocs\u002Flang\u002Fmodules\u002Fvisibility","docs\u002F2.lang\u002F25.modules\u002F3.visibility",{"title":1636,"path":1637,"stem":1638,"children":1639,"page":29},"Compile-Time","\u002Fdocs\u002Flang\u002Fcomptime","docs\u002F2.lang\u002F26.comptime",[1640,1643,1647,1651,1655,1659],{"title":49,"path":1641,"stem":1642},"\u002Fdocs\u002Flang\u002Fcomptime\u002Foverview","docs\u002F2.lang\u002F26.comptime\u002F1.overview",{"title":1644,"path":1645,"stem":1646},"Conditional Compilation","\u002Fdocs\u002Flang\u002Fcomptime\u002Fconditional","docs\u002F2.lang\u002F26.comptime\u002F2.conditional",{"title":1648,"path":1649,"stem":1650},"Context","\u002Fdocs\u002Flang\u002Fcomptime\u002Fcontext","docs\u002F2.lang\u002F26.comptime\u002F3.context",{"title":1652,"path":1653,"stem":1654},"Config","\u002Fdocs\u002Flang\u002Fcomptime\u002Fconfig","docs\u002F2.lang\u002F26.comptime\u002F4.config",{"title":1656,"path":1657,"stem":1658},"Intrinsics","\u002Fdocs\u002Flang\u002Fcomptime\u002Fintrinsics","docs\u002F2.lang\u002F26.comptime\u002F5.intrinsics",{"title":1660,"path":1661,"stem":1662},"Diagnostics","\u002Fdocs\u002Flang\u002Fcomptime\u002Fdiagnostics","docs\u002F2.lang\u002F26.comptime\u002F6.diagnostics",{"title":1664,"path":1665,"stem":1666,"children":1667,"page":29},"Attributes","\u002Fdocs\u002Flang\u002Fattributes","docs\u002F2.lang\u002F27.attributes",[1668,1671,1675,1679,1683,1687,1691,1695],{"title":49,"path":1669,"stem":1670},"\u002Fdocs\u002Flang\u002Fattributes\u002Foverview","docs\u002F2.lang\u002F27.attributes\u002F1.overview",{"title":1672,"path":1673,"stem":1674},"#Link","\u002Fdocs\u002Flang\u002Fattributes\u002Flink","docs\u002F2.lang\u002F27.attributes\u002F2.link",{"title":1676,"path":1677,"stem":1678},"#Abi","\u002Fdocs\u002Flang\u002Fattributes\u002Fabi","docs\u002F2.lang\u002F27.attributes\u002F3.abi",{"title":1680,"path":1681,"stem":1682},"#NoReturn","\u002Fdocs\u002Flang\u002Fattributes\u002Fnoreturn","docs\u002F2.lang\u002F27.attributes\u002F4.noreturn",{"title":1684,"path":1685,"stem":1686},"#Warn","\u002Fdocs\u002Flang\u002Fattributes\u002Fwarn","docs\u002F2.lang\u002F27.attributes\u002F5.warn",{"title":1688,"path":1689,"stem":1690},"#Error","\u002Fdocs\u002Flang\u002Fattributes\u002Ferror","docs\u002F2.lang\u002F27.attributes\u002F6.error",{"title":1692,"path":1693,"stem":1694},"#Allow","\u002Fdocs\u002Flang\u002Fattributes\u002Fallow","docs\u002F2.lang\u002F27.attributes\u002F7.allow",{"title":1696,"path":1697,"stem":1698},"#Format","\u002Fdocs\u002Flang\u002Fattributes\u002Fformat","docs\u002F2.lang\u002F27.attributes\u002F8.format",{"title":1700,"path":1701,"stem":1702,"children":1703,"page":29},"Foreign Function Interface","\u002Fdocs\u002Flang\u002Fffi","docs\u002F2.lang\u002F28.ffi",[1704,1707,1711],{"title":49,"path":1705,"stem":1706},"\u002Fdocs\u002Flang\u002Fffi\u002Foverview","docs\u002F2.lang\u002F28.ffi\u002F1.overview",{"title":1708,"path":1709,"stem":1710},"Linking","\u002Fdocs\u002Flang\u002Fffi\u002Flinking","docs\u002F2.lang\u002F28.ffi\u002F2.linking",{"title":1712,"path":1713,"stem":1714},"Assembly","\u002Fdocs\u002Flang\u002Fffi\u002Fassembly","docs\u002F2.lang\u002F28.ffi\u002F3.assembly",{"title":739,"path":1716,"stem":1717,"children":1718,"page":29},"\u002Fdocs\u002Flang\u002Fmemory","docs\u002F2.lang\u002F29.memory",[1719],{"title":1720,"path":1721,"stem":1722},"Layout","\u002Fdocs\u002Flang\u002Fmemory\u002Flayout","docs\u002F2.lang\u002F29.memory\u002F1.layout",{"title":1724,"path":1725,"stem":1726,"children":1727,"page":29},"Appendix","\u002Fdocs\u002Flang\u002Fappendix","docs\u002F2.lang\u002F30.appendix",[1728,1732,1736],{"title":1729,"path":1730,"stem":1731},"Primitive Types","\u002Fdocs\u002Flang\u002Fappendix\u002Fprimitives","docs\u002F2.lang\u002F30.appendix\u002F1.primitives",{"title":1733,"path":1734,"stem":1735},"Tokens","\u002Fdocs\u002Flang\u002Fappendix\u002Ftokens","docs\u002F2.lang\u002F30.appendix\u002F2.tokens",{"title":1737,"path":1738,"stem":1739},"RCU Format","\u002Fdocs\u002Flang\u002Fappendix\u002Frcu","docs\u002F2.lang\u002F30.appendix\u002F3.rcu",{"title":1741,"path":1742,"stem":1743,"children":1744},"CLI Reference","\u002Fdocs\u002Fcli","docs\u002F3.cli\u002Findex",[1745,1746,1750,1754,1758,1762,1766,1770,1774,1778,1782,1786,1790,1794,1798,1802,1806,1810,1814,1818,1822,1826,1830,1834,1838],{"title":49,"path":1742,"stem":1743},{"title":1747,"path":1748,"stem":1749},"Global Options","\u002Fdocs\u002Fcli\u002Fglobal","docs\u002F3.cli\u002F01.global",{"title":1751,"path":1752,"stem":1753},"add","\u002Fdocs\u002Fcli\u002Fadd","docs\u002F3.cli\u002F02.add",{"title":1755,"path":1756,"stem":1757},"build","\u002Fdocs\u002Fcli\u002Fbuild","docs\u002F3.cli\u002F03.build",{"title":1759,"path":1760,"stem":1761},"check","\u002Fdocs\u002Fcli\u002Fcheck","docs\u002F3.cli\u002F04.check",{"title":1763,"path":1764,"stem":1765},"clean","\u002Fdocs\u002Fcli\u002Fclean","docs\u002F3.cli\u002F05.clean",{"title":1767,"path":1768,"stem":1769},"doc","\u002Fdocs\u002Fcli\u002Fdoc","docs\u002F3.cli\u002F06.doc",{"title":1771,"path":1772,"stem":1773},"fmt","\u002Fdocs\u002Fcli\u002Ffmt","docs\u002F3.cli\u002F07.fmt",{"title":1775,"path":1776,"stem":1777},"help","\u002Fdocs\u002Fcli\u002Fhelp","docs\u002F3.cli\u002F08.help",{"title":1779,"path":1780,"stem":1781},"info","\u002Fdocs\u002Fcli\u002Finfo","docs\u002F3.cli\u002F09.info",{"title":1783,"path":1784,"stem":1785},"init","\u002Fdocs\u002Fcli\u002Finit","docs\u002F3.cli\u002F10.init",{"title":1787,"path":1788,"stem":1789},"install","\u002Fdocs\u002Fcli\u002Finstall","docs\u002F3.cli\u002F11.install",{"title":1791,"path":1792,"stem":1793},"lint","\u002Fdocs\u002Fcli\u002Flint","docs\u002F3.cli\u002F12.lint",{"title":1795,"path":1796,"stem":1797},"list","\u002Fdocs\u002Fcli\u002Flist","docs\u002F3.cli\u002F13.list",{"title":1799,"path":1800,"stem":1801},"login","\u002Fdocs\u002Fcli\u002Flogin","docs\u002F3.cli\u002F14.login",{"title":1803,"path":1804,"stem":1805},"logout","\u002Fdocs\u002Fcli\u002Flogout","docs\u002F3.cli\u002F15.logout",{"title":1807,"path":1808,"stem":1809},"new","\u002Fdocs\u002Fcli\u002Fnew","docs\u002F3.cli\u002F16.new",{"title":1811,"path":1812,"stem":1813},"pack","\u002Fdocs\u002Fcli\u002Fpack","docs\u002F3.cli\u002F17.pack",{"title":1815,"path":1816,"stem":1817},"publish","\u002Fdocs\u002Fcli\u002Fpublish","docs\u002F3.cli\u002F18.publish",{"title":1819,"path":1820,"stem":1821},"remove","\u002Fdocs\u002Fcli\u002Fremove","docs\u002F3.cli\u002F19.remove",{"title":1823,"path":1824,"stem":1825},"run","\u002Fdocs\u002Fcli\u002Frun","docs\u002F3.cli\u002F20.run",{"title":1827,"path":1828,"stem":1829},"test","\u002Fdocs\u002Fcli\u002Ftest","docs\u002F3.cli\u002F21.test",{"title":1831,"path":1832,"stem":1833},"uninstall","\u002Fdocs\u002Fcli\u002Funinstall","docs\u002F3.cli\u002F22.uninstall",{"title":1835,"path":1836,"stem":1837},"update","\u002Fdocs\u002Fcli\u002Fupdate","docs\u002F3.cli\u002F23.update",{"title":1839,"path":1840,"stem":1841},"version","\u002Fdocs\u002Fcli\u002Fversion","docs\u002F3.cli\u002F24.version",{"title":1843,"path":1844,"stem":1845,"children":1846},"Packaging","\u002Fdocs\u002Fpackaging","docs\u002F4.packaging\u002Findex",[1847,1848,1852,1856,1860,1864,1868,1872,1876,1880,1884],{"title":49,"path":1844,"stem":1845},{"title":1849,"path":1850,"stem":1851},"Package Types","\u002Fdocs\u002Fpackaging\u002Ftypes","docs\u002F4.packaging\u002F1.types",{"title":1853,"path":1854,"stem":1855},"Yanking","\u002Fdocs\u002Fpackaging\u002Fyanking","docs\u002F4.packaging\u002F10.yanking",{"title":1857,"path":1858,"stem":1859},"Directory Layout","\u002Fdocs\u002Fpackaging\u002Flayout","docs\u002F4.packaging\u002F2.layout",{"title":1861,"path":1862,"stem":1863},"Package Manifest","\u002Fdocs\u002Fpackaging\u002Fmanifest","docs\u002F4.packaging\u002F3.manifest",{"title":1865,"path":1866,"stem":1867},"Dependencies","\u002Fdocs\u002Fpackaging\u002Fdependencies","docs\u002F4.packaging\u002F4.dependencies",{"title":1869,"path":1870,"stem":1871},"The Registry","\u002Fdocs\u002Fpackaging\u002Fregistry","docs\u002F4.packaging\u002F5.registry",{"title":1873,"path":1874,"stem":1875},"Namespaces","\u002Fdocs\u002Fpackaging\u002Fnamespaces","docs\u002F4.packaging\u002F6.namespaces",{"title":1877,"path":1878,"stem":1879},"API Tokens","\u002Fdocs\u002Fpackaging\u002Ftokens","docs\u002F4.packaging\u002F7.tokens",{"title":1881,"path":1882,"stem":1883},"Publishing","\u002Fdocs\u002Fpackaging\u002Fpublishing","docs\u002F4.packaging\u002F8.publishing",{"title":1885,"path":1886,"stem":1887},"Versioning","\u002Fdocs\u002Fpackaging\u002Fversioning","docs\u002F4.packaging\u002F9.versioning",{"title":1889,"path":1890,"stem":1891,"children":1892},"API Reference","\u002Fdocs\u002Fapi","docs\u002F5.api\u002Findex",[1893,1895,1898,1960,2644,2710,2728,2775,2818,2948,2981,3032,3180],{"title":1894,"path":1890,"stem":1891},"Table of Contents",{"title":1218,"path":1896,"stem":1897},"\u002Fdocs\u002Fapi\u002Fintroduction","docs\u002F5.api\u002F01.introduction",{"title":1899,"path":1900,"stem":1901,"children":1902},"Bsd","\u002Fdocs\u002Fapi\u002Fbsd","docs\u002F5.api\u002F02.bsd\u002Findex",[1903,1904,1908,1912,1916,1920,1924,1928,1932,1936,1940,1944,1948,1952,1956],{"title":49,"path":1900,"stem":1901},{"title":1905,"path":1906,"stem":1907},"Brk","\u002Fdocs\u002Fapi\u002Fbsd\u002Fbrk","docs\u002F5.api\u002F02.bsd\u002Fbrk",{"title":1909,"path":1910,"stem":1911},"ClockGetTime","\u002Fdocs\u002Fapi\u002Fbsd\u002Fclockgettime","docs\u002F5.api\u002F02.bsd\u002Fclockgettime",{"title":1913,"path":1914,"stem":1915},"Close","\u002Fdocs\u002Fapi\u002Fbsd\u002Fclose","docs\u002F5.api\u002F02.bsd\u002Fclose",{"title":1917,"path":1918,"stem":1919},"Errno","\u002Fdocs\u002Fapi\u002Fbsd\u002Ferrno","docs\u002F5.api\u002F02.bsd\u002Ferrno",{"title":1921,"path":1922,"stem":1923},"Exit","\u002Fdocs\u002Fapi\u002Fbsd\u002Fexit","docs\u002F5.api\u002F02.bsd\u002Fexit",{"title":1925,"path":1926,"stem":1927},"GetPid","\u002Fdocs\u002Fapi\u002Fbsd\u002Fgetpid","docs\u002F5.api\u002F02.bsd\u002Fgetpid",{"title":1929,"path":1930,"stem":1931},"IsError","\u002Fdocs\u002Fapi\u002Fbsd\u002Fiserror","docs\u002F5.api\u002F02.bsd\u002Fiserror",{"title":1933,"path":1934,"stem":1935},"Mmap","\u002Fdocs\u002Fapi\u002Fbsd\u002Fmmap","docs\u002F5.api\u002F02.bsd\u002Fmmap",{"title":1937,"path":1938,"stem":1939},"Munmap","\u002Fdocs\u002Fapi\u002Fbsd\u002Fmunmap","docs\u002F5.api\u002F02.bsd\u002Fmunmap",{"title":1941,"path":1942,"stem":1943},"Nanosleep","\u002Fdocs\u002Fapi\u002Fbsd\u002Fnanosleep","docs\u002F5.api\u002F02.bsd\u002Fnanosleep",{"title":1945,"path":1946,"stem":1947},"Read","\u002Fdocs\u002Fapi\u002Fbsd\u002Fread","docs\u002F5.api\u002F02.bsd\u002Fread",{"title":1949,"path":1950,"stem":1951},"Syscalls","\u002Fdocs\u002Fapi\u002Fbsd\u002Fsyscalls","docs\u002F5.api\u002F02.bsd\u002Fsyscalls",{"title":1953,"path":1954,"stem":1955},"Types and Constants","\u002Fdocs\u002Fapi\u002Fbsd\u002Ftypes","docs\u002F5.api\u002F02.bsd\u002Ftypes",{"title":1957,"path":1958,"stem":1959},"Write","\u002Fdocs\u002Fapi\u002Fbsd\u002Fwrite","docs\u002F5.api\u002F02.bsd\u002Fwrite",{"title":1961,"path":1962,"stem":1963,"children":1964},"C","\u002Fdocs\u002Fapi\u002Fc","docs\u002F5.api\u002F03.c\u002Findex",[1965,1966,1970,1974,1978,1982,1986,1990,1994,1998,2002,2006,2010,2014,2018,2022,2026,2030,2034,2038,2042,2046,2050,2054,2058,2062,2066,2070,2074,2078,2082,2086,2090,2094,2098,2102,2106,2110,2114,2118,2122,2126,2130,2134,2138,2142,2146,2150,2154,2158,2162,2166,2170,2174,2178,2182,2186,2190,2194,2198,2202,2206,2210,2214,2218,2222,2226,2230,2234,2238,2242,2246,2250,2254,2258,2262,2266,2270,2274,2278,2282,2286,2290,2294,2298,2302,2306,2310,2314,2318,2322,2326,2330,2334,2338,2342,2346,2350,2354,2358,2362,2366,2370,2374,2378,2382,2386,2390,2394,2398,2402,2406,2410,2414,2418,2422,2426,2430,2434,2438,2442,2446,2450,2454,2458,2462,2466,2470,2474,2478,2482,2486,2490,2494,2497,2501,2505,2509,2513,2517,2521,2525,2529,2533,2537,2541,2545,2549,2553,2557,2561,2565,2569,2573,2577,2581,2585,2589,2593,2597,2601,2605,2609,2613,2617,2621,2625,2629,2633,2637,2640],{"title":49,"path":1962,"stem":1963},{"title":1967,"path":1968,"stem":1969},"abort","\u002Fdocs\u002Fapi\u002Fc\u002Fabort","docs\u002F5.api\u002F03.c\u002Fabort",{"title":1971,"path":1972,"stem":1973},"abs","\u002Fdocs\u002Fapi\u002Fc\u002Fabs","docs\u002F5.api\u002F03.c\u002Fabs",{"title":1975,"path":1976,"stem":1977},"acos","\u002Fdocs\u002Fapi\u002Fc\u002Facos","docs\u002F5.api\u002F03.c\u002Facos",{"title":1979,"path":1980,"stem":1981},"acosf","\u002Fdocs\u002Fapi\u002Fc\u002Facosf","docs\u002F5.api\u002F03.c\u002Facosf",{"title":1983,"path":1984,"stem":1985},"acosh","\u002Fdocs\u002Fapi\u002Fc\u002Facosh","docs\u002F5.api\u002F03.c\u002Facosh",{"title":1987,"path":1988,"stem":1989},"acoshf","\u002Fdocs\u002Fapi\u002Fc\u002Facoshf","docs\u002F5.api\u002F03.c\u002Facoshf",{"title":1991,"path":1992,"stem":1993},"asctime","\u002Fdocs\u002Fapi\u002Fc\u002Fasctime","docs\u002F5.api\u002F03.c\u002Fasctime",{"title":1995,"path":1996,"stem":1997},"asin","\u002Fdocs\u002Fapi\u002Fc\u002Fasin","docs\u002F5.api\u002F03.c\u002Fasin",{"title":1999,"path":2000,"stem":2001},"asinf","\u002Fdocs\u002Fapi\u002Fc\u002Fasinf","docs\u002F5.api\u002F03.c\u002Fasinf",{"title":2003,"path":2004,"stem":2005},"asinh","\u002Fdocs\u002Fapi\u002Fc\u002Fasinh","docs\u002F5.api\u002F03.c\u002Fasinh",{"title":2007,"path":2008,"stem":2009},"asinhf","\u002Fdocs\u002Fapi\u002Fc\u002Fasinhf","docs\u002F5.api\u002F03.c\u002Fasinhf",{"title":2011,"path":2012,"stem":2013},"atan","\u002Fdocs\u002Fapi\u002Fc\u002Fatan","docs\u002F5.api\u002F03.c\u002Fatan",{"title":2015,"path":2016,"stem":2017},"atan2","\u002Fdocs\u002Fapi\u002Fc\u002Fatan2","docs\u002F5.api\u002F03.c\u002Fatan2",{"title":2019,"path":2020,"stem":2021},"atan2f","\u002Fdocs\u002Fapi\u002Fc\u002Fatan2f","docs\u002F5.api\u002F03.c\u002Fatan2f",{"title":2023,"path":2024,"stem":2025},"atanf","\u002Fdocs\u002Fapi\u002Fc\u002Fatanf","docs\u002F5.api\u002F03.c\u002Fatanf",{"title":2027,"path":2028,"stem":2029},"atanh","\u002Fdocs\u002Fapi\u002Fc\u002Fatanh","docs\u002F5.api\u002F03.c\u002Fatanh",{"title":2031,"path":2032,"stem":2033},"atanhf","\u002Fdocs\u002Fapi\u002Fc\u002Fatanhf","docs\u002F5.api\u002F03.c\u002Fatanhf",{"title":2035,"path":2036,"stem":2037},"atof","\u002Fdocs\u002Fapi\u002Fc\u002Fatof","docs\u002F5.api\u002F03.c\u002Fatof",{"title":2039,"path":2040,"stem":2041},"atoi","\u002Fdocs\u002Fapi\u002Fc\u002Fatoi","docs\u002F5.api\u002F03.c\u002Fatoi",{"title":2043,"path":2044,"stem":2045},"atol","\u002Fdocs\u002Fapi\u002Fc\u002Fatol","docs\u002F5.api\u002F03.c\u002Fatol",{"title":2047,"path":2048,"stem":2049},"atoll","\u002Fdocs\u002Fapi\u002Fc\u002Fatoll","docs\u002F5.api\u002F03.c\u002Fatoll",{"title":2051,"path":2052,"stem":2053},"calloc","\u002Fdocs\u002Fapi\u002Fc\u002Fcalloc","docs\u002F5.api\u002F03.c\u002Fcalloc",{"title":2055,"path":2056,"stem":2057},"cbrt","\u002Fdocs\u002Fapi\u002Fc\u002Fcbrt","docs\u002F5.api\u002F03.c\u002Fcbrt",{"title":2059,"path":2060,"stem":2061},"cbrtf","\u002Fdocs\u002Fapi\u002Fc\u002Fcbrtf","docs\u002F5.api\u002F03.c\u002Fcbrtf",{"title":2063,"path":2064,"stem":2065},"ceil","\u002Fdocs\u002Fapi\u002Fc\u002Fceil","docs\u002F5.api\u002F03.c\u002Fceil",{"title":2067,"path":2068,"stem":2069},"ceilf","\u002Fdocs\u002Fapi\u002Fc\u002Fceilf","docs\u002F5.api\u002F03.c\u002Fceilf",{"title":2071,"path":2072,"stem":2073},"clearerr","\u002Fdocs\u002Fapi\u002Fc\u002Fclearerr","docs\u002F5.api\u002F03.c\u002Fclearerr",{"title":2075,"path":2076,"stem":2077},"clock","\u002Fdocs\u002Fapi\u002Fc\u002Fclock","docs\u002F5.api\u002F03.c\u002Fclock",{"title":2079,"path":2080,"stem":2081},"copysign","\u002Fdocs\u002Fapi\u002Fc\u002Fcopysign","docs\u002F5.api\u002F03.c\u002Fcopysign",{"title":2083,"path":2084,"stem":2085},"copysignf","\u002Fdocs\u002Fapi\u002Fc\u002Fcopysignf","docs\u002F5.api\u002F03.c\u002Fcopysignf",{"title":2087,"path":2088,"stem":2089},"cos","\u002Fdocs\u002Fapi\u002Fc\u002Fcos","docs\u002F5.api\u002F03.c\u002Fcos",{"title":2091,"path":2092,"stem":2093},"cosf","\u002Fdocs\u002Fapi\u002Fc\u002Fcosf","docs\u002F5.api\u002F03.c\u002Fcosf",{"title":2095,"path":2096,"stem":2097},"cosh","\u002Fdocs\u002Fapi\u002Fc\u002Fcosh","docs\u002F5.api\u002F03.c\u002Fcosh",{"title":2099,"path":2100,"stem":2101},"coshf","\u002Fdocs\u002Fapi\u002Fc\u002Fcoshf","docs\u002F5.api\u002F03.c\u002Fcoshf",{"title":2103,"path":2104,"stem":2105},"ctime","\u002Fdocs\u002Fapi\u002Fc\u002Fctime","docs\u002F5.api\u002F03.c\u002Fctime",{"title":2107,"path":2108,"stem":2109},"difftime","\u002Fdocs\u002Fapi\u002Fc\u002Fdifftime","docs\u002F5.api\u002F03.c\u002Fdifftime",{"title":2111,"path":2112,"stem":2113},"erf","\u002Fdocs\u002Fapi\u002Fc\u002Ferf","docs\u002F5.api\u002F03.c\u002Ferf",{"title":2115,"path":2116,"stem":2117},"erfc","\u002Fdocs\u002Fapi\u002Fc\u002Ferfc","docs\u002F5.api\u002F03.c\u002Ferfc",{"title":2119,"path":2120,"stem":2121},"erfcf","\u002Fdocs\u002Fapi\u002Fc\u002Ferfcf","docs\u002F5.api\u002F03.c\u002Ferfcf",{"title":2123,"path":2124,"stem":2125},"erff","\u002Fdocs\u002Fapi\u002Fc\u002Ferff","docs\u002F5.api\u002F03.c\u002Ferff",{"title":2127,"path":2128,"stem":2129},"exit","\u002Fdocs\u002Fapi\u002Fc\u002Fexit","docs\u002F5.api\u002F03.c\u002Fexit",{"title":2131,"path":2132,"stem":2133},"exp","\u002Fdocs\u002Fapi\u002Fc\u002Fexp","docs\u002F5.api\u002F03.c\u002Fexp",{"title":2135,"path":2136,"stem":2137},"exp2","\u002Fdocs\u002Fapi\u002Fc\u002Fexp2","docs\u002F5.api\u002F03.c\u002Fexp2",{"title":2139,"path":2140,"stem":2141},"exp2f","\u002Fdocs\u002Fapi\u002Fc\u002Fexp2f","docs\u002F5.api\u002F03.c\u002Fexp2f",{"title":2143,"path":2144,"stem":2145},"expf","\u002Fdocs\u002Fapi\u002Fc\u002Fexpf","docs\u002F5.api\u002F03.c\u002Fexpf",{"title":2147,"path":2148,"stem":2149},"expm1","\u002Fdocs\u002Fapi\u002Fc\u002Fexpm1","docs\u002F5.api\u002F03.c\u002Fexpm1",{"title":2151,"path":2152,"stem":2153},"expm1f","\u002Fdocs\u002Fapi\u002Fc\u002Fexpm1f","docs\u002F5.api\u002F03.c\u002Fexpm1f",{"title":2155,"path":2156,"stem":2157},"fabs","\u002Fdocs\u002Fapi\u002Fc\u002Ffabs","docs\u002F5.api\u002F03.c\u002Ffabs",{"title":2159,"path":2160,"stem":2161},"fclose","\u002Fdocs\u002Fapi\u002Fc\u002Ffclose","docs\u002F5.api\u002F03.c\u002Ffclose",{"title":2163,"path":2164,"stem":2165},"fdim","\u002Fdocs\u002Fapi\u002Fc\u002Ffdim","docs\u002F5.api\u002F03.c\u002Ffdim",{"title":2167,"path":2168,"stem":2169},"fdimf","\u002Fdocs\u002Fapi\u002Fc\u002Ffdimf","docs\u002F5.api\u002F03.c\u002Ffdimf",{"title":2171,"path":2172,"stem":2173},"feof","\u002Fdocs\u002Fapi\u002Fc\u002Ffeof","docs\u002F5.api\u002F03.c\u002Ffeof",{"title":2175,"path":2176,"stem":2177},"ferror","\u002Fdocs\u002Fapi\u002Fc\u002Fferror","docs\u002F5.api\u002F03.c\u002Fferror",{"title":2179,"path":2180,"stem":2181},"fflush","\u002Fdocs\u002Fapi\u002Fc\u002Ffflush","docs\u002F5.api\u002F03.c\u002Ffflush",{"title":2183,"path":2184,"stem":2185},"fgetc","\u002Fdocs\u002Fapi\u002Fc\u002Ffgetc","docs\u002F5.api\u002F03.c\u002Ffgetc",{"title":2187,"path":2188,"stem":2189},"fgetpos","\u002Fdocs\u002Fapi\u002Fc\u002Ffgetpos","docs\u002F5.api\u002F03.c\u002Ffgetpos",{"title":2191,"path":2192,"stem":2193},"fgets","\u002Fdocs\u002Fapi\u002Fc\u002Ffgets","docs\u002F5.api\u002F03.c\u002Ffgets",{"title":2195,"path":2196,"stem":2197},"floor","\u002Fdocs\u002Fapi\u002Fc\u002Ffloor","docs\u002F5.api\u002F03.c\u002Ffloor",{"title":2199,"path":2200,"stem":2201},"floorf","\u002Fdocs\u002Fapi\u002Fc\u002Ffloorf","docs\u002F5.api\u002F03.c\u002Ffloorf",{"title":2203,"path":2204,"stem":2205},"fma","\u002Fdocs\u002Fapi\u002Fc\u002Ffma","docs\u002F5.api\u002F03.c\u002Ffma",{"title":2207,"path":2208,"stem":2209},"fmaf","\u002Fdocs\u002Fapi\u002Fc\u002Ffmaf","docs\u002F5.api\u002F03.c\u002Ffmaf",{"title":2211,"path":2212,"stem":2213},"fmax","\u002Fdocs\u002Fapi\u002Fc\u002Ffmax","docs\u002F5.api\u002F03.c\u002Ffmax",{"title":2215,"path":2216,"stem":2217},"fmaxf","\u002Fdocs\u002Fapi\u002Fc\u002Ffmaxf","docs\u002F5.api\u002F03.c\u002Ffmaxf",{"title":2219,"path":2220,"stem":2221},"fmin","\u002Fdocs\u002Fapi\u002Fc\u002Ffmin","docs\u002F5.api\u002F03.c\u002Ffmin",{"title":2223,"path":2224,"stem":2225},"fminf","\u002Fdocs\u002Fapi\u002Fc\u002Ffminf","docs\u002F5.api\u002F03.c\u002Ffminf",{"title":2227,"path":2228,"stem":2229},"fmod","\u002Fdocs\u002Fapi\u002Fc\u002Ffmod","docs\u002F5.api\u002F03.c\u002Ffmod",{"title":2231,"path":2232,"stem":2233},"fmodf","\u002Fdocs\u002Fapi\u002Fc\u002Ffmodf","docs\u002F5.api\u002F03.c\u002Ffmodf",{"title":2235,"path":2236,"stem":2237},"fopen","\u002Fdocs\u002Fapi\u002Fc\u002Ffopen","docs\u002F5.api\u002F03.c\u002Ffopen",{"title":2239,"path":2240,"stem":2241},"fprintf","\u002Fdocs\u002Fapi\u002Fc\u002Ffprintf","docs\u002F5.api\u002F03.c\u002Ffprintf",{"title":2243,"path":2244,"stem":2245},"fputc","\u002Fdocs\u002Fapi\u002Fc\u002Ffputc","docs\u002F5.api\u002F03.c\u002Ffputc",{"title":2247,"path":2248,"stem":2249},"fputs","\u002Fdocs\u002Fapi\u002Fc\u002Ffputs","docs\u002F5.api\u002F03.c\u002Ffputs",{"title":2251,"path":2252,"stem":2253},"fread","\u002Fdocs\u002Fapi\u002Fc\u002Ffread","docs\u002F5.api\u002F03.c\u002Ffread",{"title":2255,"path":2256,"stem":2257},"free","\u002Fdocs\u002Fapi\u002Fc\u002Ffree","docs\u002F5.api\u002F03.c\u002Ffree",{"title":2259,"path":2260,"stem":2261},"freopen","\u002Fdocs\u002Fapi\u002Fc\u002Ffreopen","docs\u002F5.api\u002F03.c\u002Ffreopen",{"title":2263,"path":2264,"stem":2265},"frexp","\u002Fdocs\u002Fapi\u002Fc\u002Ffrexp","docs\u002F5.api\u002F03.c\u002Ffrexp",{"title":2267,"path":2268,"stem":2269},"fscanf","\u002Fdocs\u002Fapi\u002Fc\u002Ffscanf","docs\u002F5.api\u002F03.c\u002Ffscanf",{"title":2271,"path":2272,"stem":2273},"fseek","\u002Fdocs\u002Fapi\u002Fc\u002Ffseek","docs\u002F5.api\u002F03.c\u002Ffseek",{"title":2275,"path":2276,"stem":2277},"fsetpos","\u002Fdocs\u002Fapi\u002Fc\u002Ffsetpos","docs\u002F5.api\u002F03.c\u002Ffsetpos",{"title":2279,"path":2280,"stem":2281},"ftell","\u002Fdocs\u002Fapi\u002Fc\u002Fftell","docs\u002F5.api\u002F03.c\u002Fftell",{"title":2283,"path":2284,"stem":2285},"fwrite","\u002Fdocs\u002Fapi\u002Fc\u002Ffwrite","docs\u002F5.api\u002F03.c\u002Ffwrite",{"title":2287,"path":2288,"stem":2289},"getc","\u002Fdocs\u002Fapi\u002Fc\u002Fgetc","docs\u002F5.api\u002F03.c\u002Fgetc",{"title":2291,"path":2292,"stem":2293},"getchar","\u002Fdocs\u002Fapi\u002Fc\u002Fgetchar","docs\u002F5.api\u002F03.c\u002Fgetchar",{"title":2295,"path":2296,"stem":2297},"getenv","\u002Fdocs\u002Fapi\u002Fc\u002Fgetenv","docs\u002F5.api\u002F03.c\u002Fgetenv",{"title":2299,"path":2300,"stem":2301},"gmtime","\u002Fdocs\u002Fapi\u002Fc\u002Fgmtime","docs\u002F5.api\u002F03.c\u002Fgmtime",{"title":2303,"path":2304,"stem":2305},"hypot","\u002Fdocs\u002Fapi\u002Fc\u002Fhypot","docs\u002F5.api\u002F03.c\u002Fhypot",{"title":2307,"path":2308,"stem":2309},"ilogb","\u002Fdocs\u002Fapi\u002Fc\u002Filogb","docs\u002F5.api\u002F03.c\u002Filogb",{"title":2311,"path":2312,"stem":2313},"ilogbf","\u002Fdocs\u002Fapi\u002Fc\u002Filogbf","docs\u002F5.api\u002F03.c\u002Filogbf",{"title":2315,"path":2316,"stem":2317},"labs","\u002Fdocs\u002Fapi\u002Fc\u002Flabs","docs\u002F5.api\u002F03.c\u002Flabs",{"title":2319,"path":2320,"stem":2321},"ldexp","\u002Fdocs\u002Fapi\u002Fc\u002Fldexp","docs\u002F5.api\u002F03.c\u002Fldexp",{"title":2323,"path":2324,"stem":2325},"lgamma","\u002Fdocs\u002Fapi\u002Fc\u002Flgamma","docs\u002F5.api\u002F03.c\u002Flgamma",{"title":2327,"path":2328,"stem":2329},"lgammaf","\u002Fdocs\u002Fapi\u002Fc\u002Flgammaf","docs\u002F5.api\u002F03.c\u002Flgammaf",{"title":2331,"path":2332,"stem":2333},"llabs","\u002Fdocs\u002Fapi\u002Fc\u002Fllabs","docs\u002F5.api\u002F03.c\u002Fllabs",{"title":2335,"path":2336,"stem":2337},"llrint","\u002Fdocs\u002Fapi\u002Fc\u002Fllrint","docs\u002F5.api\u002F03.c\u002Fllrint",{"title":2339,"path":2340,"stem":2341},"llrintf","\u002Fdocs\u002Fapi\u002Fc\u002Fllrintf","docs\u002F5.api\u002F03.c\u002Fllrintf",{"title":2343,"path":2344,"stem":2345},"llround","\u002Fdocs\u002Fapi\u002Fc\u002Fllround","docs\u002F5.api\u002F03.c\u002Fllround",{"title":2347,"path":2348,"stem":2349},"llroundf","\u002Fdocs\u002Fapi\u002Fc\u002Fllroundf","docs\u002F5.api\u002F03.c\u002Fllroundf",{"title":2351,"path":2352,"stem":2353},"localtime","\u002Fdocs\u002Fapi\u002Fc\u002Flocaltime","docs\u002F5.api\u002F03.c\u002Flocaltime",{"title":2355,"path":2356,"stem":2357},"log","\u002Fdocs\u002Fapi\u002Fc\u002Flog","docs\u002F5.api\u002F03.c\u002Flog",{"title":2359,"path":2360,"stem":2361},"log10","\u002Fdocs\u002Fapi\u002Fc\u002Flog10","docs\u002F5.api\u002F03.c\u002Flog10",{"title":2363,"path":2364,"stem":2365},"log10f","\u002Fdocs\u002Fapi\u002Fc\u002Flog10f","docs\u002F5.api\u002F03.c\u002Flog10f",{"title":2367,"path":2368,"stem":2369},"log1p","\u002Fdocs\u002Fapi\u002Fc\u002Flog1p","docs\u002F5.api\u002F03.c\u002Flog1p",{"title":2371,"path":2372,"stem":2373},"log1pf","\u002Fdocs\u002Fapi\u002Fc\u002Flog1pf","docs\u002F5.api\u002F03.c\u002Flog1pf",{"title":2375,"path":2376,"stem":2377},"log2","\u002Fdocs\u002Fapi\u002Fc\u002Flog2","docs\u002F5.api\u002F03.c\u002Flog2",{"title":2379,"path":2380,"stem":2381},"log2f","\u002Fdocs\u002Fapi\u002Fc\u002Flog2f","docs\u002F5.api\u002F03.c\u002Flog2f",{"title":2383,"path":2384,"stem":2385},"logb","\u002Fdocs\u002Fapi\u002Fc\u002Flogb","docs\u002F5.api\u002F03.c\u002Flogb",{"title":2387,"path":2388,"stem":2389},"logbf","\u002Fdocs\u002Fapi\u002Fc\u002Flogbf","docs\u002F5.api\u002F03.c\u002Flogbf",{"title":2391,"path":2392,"stem":2393},"logf","\u002Fdocs\u002Fapi\u002Fc\u002Flogf","docs\u002F5.api\u002F03.c\u002Flogf",{"title":2395,"path":2396,"stem":2397},"lrint","\u002Fdocs\u002Fapi\u002Fc\u002Flrint","docs\u002F5.api\u002F03.c\u002Flrint",{"title":2399,"path":2400,"stem":2401},"lrintf","\u002Fdocs\u002Fapi\u002Fc\u002Flrintf","docs\u002F5.api\u002F03.c\u002Flrintf",{"title":2403,"path":2404,"stem":2405},"lround","\u002Fdocs\u002Fapi\u002Fc\u002Flround","docs\u002F5.api\u002F03.c\u002Flround",{"title":2407,"path":2408,"stem":2409},"lroundf","\u002Fdocs\u002Fapi\u002Fc\u002Flroundf","docs\u002F5.api\u002F03.c\u002Flroundf",{"title":2411,"path":2412,"stem":2413},"malloc","\u002Fdocs\u002Fapi\u002Fc\u002Fmalloc","docs\u002F5.api\u002F03.c\u002Fmalloc",{"title":2415,"path":2416,"stem":2417},"mktime","\u002Fdocs\u002Fapi\u002Fc\u002Fmktime","docs\u002F5.api\u002F03.c\u002Fmktime",{"title":2419,"path":2420,"stem":2421},"modf","\u002Fdocs\u002Fapi\u002Fc\u002Fmodf","docs\u002F5.api\u002F03.c\u002Fmodf",{"title":2423,"path":2424,"stem":2425},"modff","\u002Fdocs\u002Fapi\u002Fc\u002Fmodff","docs\u002F5.api\u002F03.c\u002Fmodff",{"title":2427,"path":2428,"stem":2429},"nan","\u002Fdocs\u002Fapi\u002Fc\u002Fnan","docs\u002F5.api\u002F03.c\u002Fnan",{"title":2431,"path":2432,"stem":2433},"nanf","\u002Fdocs\u002Fapi\u002Fc\u002Fnanf","docs\u002F5.api\u002F03.c\u002Fnanf",{"title":2435,"path":2436,"stem":2437},"nearbyint","\u002Fdocs\u002Fapi\u002Fc\u002Fnearbyint","docs\u002F5.api\u002F03.c\u002Fnearbyint",{"title":2439,"path":2440,"stem":2441},"nearbyintf","\u002Fdocs\u002Fapi\u002Fc\u002Fnearbyintf","docs\u002F5.api\u002F03.c\u002Fnearbyintf",{"title":2443,"path":2444,"stem":2445},"nextafter","\u002Fdocs\u002Fapi\u002Fc\u002Fnextafter","docs\u002F5.api\u002F03.c\u002Fnextafter",{"title":2447,"path":2448,"stem":2449},"nextafterf","\u002Fdocs\u002Fapi\u002Fc\u002Fnextafterf","docs\u002F5.api\u002F03.c\u002Fnextafterf",{"title":2451,"path":2452,"stem":2453},"perror","\u002Fdocs\u002Fapi\u002Fc\u002Fperror","docs\u002F5.api\u002F03.c\u002Fperror",{"title":2455,"path":2456,"stem":2457},"pow","\u002Fdocs\u002Fapi\u002Fc\u002Fpow","docs\u002F5.api\u002F03.c\u002Fpow",{"title":2459,"path":2460,"stem":2461},"powf","\u002Fdocs\u002Fapi\u002Fc\u002Fpowf","docs\u002F5.api\u002F03.c\u002Fpowf",{"title":2463,"path":2464,"stem":2465},"printf","\u002Fdocs\u002Fapi\u002Fc\u002Fprintf","docs\u002F5.api\u002F03.c\u002Fprintf",{"title":2467,"path":2468,"stem":2469},"putc","\u002Fdocs\u002Fapi\u002Fc\u002Fputc","docs\u002F5.api\u002F03.c\u002Fputc",{"title":2471,"path":2472,"stem":2473},"putchar","\u002Fdocs\u002Fapi\u002Fc\u002Fputchar","docs\u002F5.api\u002F03.c\u002Fputchar",{"title":2475,"path":2476,"stem":2477},"puts","\u002Fdocs\u002Fapi\u002Fc\u002Fputs","docs\u002F5.api\u002F03.c\u002Fputs",{"title":2479,"path":2480,"stem":2481},"rand","\u002Fdocs\u002Fapi\u002Fc\u002Frand","docs\u002F5.api\u002F03.c\u002Frand",{"title":2483,"path":2484,"stem":2485},"realloc","\u002Fdocs\u002Fapi\u002Fc\u002Frealloc","docs\u002F5.api\u002F03.c\u002Frealloc",{"title":2487,"path":2488,"stem":2489},"remainder","\u002Fdocs\u002Fapi\u002Fc\u002Fremainder","docs\u002F5.api\u002F03.c\u002Fremainder",{"title":2491,"path":2492,"stem":2493},"remainderf","\u002Fdocs\u002Fapi\u002Fc\u002Fremainderf","docs\u002F5.api\u002F03.c\u002Fremainderf",{"title":1819,"path":2495,"stem":2496},"\u002Fdocs\u002Fapi\u002Fc\u002Fremove","docs\u002F5.api\u002F03.c\u002Fremove",{"title":2498,"path":2499,"stem":2500},"remquo","\u002Fdocs\u002Fapi\u002Fc\u002Fremquo","docs\u002F5.api\u002F03.c\u002Fremquo",{"title":2502,"path":2503,"stem":2504},"remquof","\u002Fdocs\u002Fapi\u002Fc\u002Fremquof","docs\u002F5.api\u002F03.c\u002Fremquof",{"title":2506,"path":2507,"stem":2508},"rename","\u002Fdocs\u002Fapi\u002Fc\u002Frename","docs\u002F5.api\u002F03.c\u002Frename",{"title":2510,"path":2511,"stem":2512},"rewind","\u002Fdocs\u002Fapi\u002Fc\u002Frewind","docs\u002F5.api\u002F03.c\u002Frewind",{"title":2514,"path":2515,"stem":2516},"rint","\u002Fdocs\u002Fapi\u002Fc\u002Frint","docs\u002F5.api\u002F03.c\u002Frint",{"title":2518,"path":2519,"stem":2520},"rintf","\u002Fdocs\u002Fapi\u002Fc\u002Frintf","docs\u002F5.api\u002F03.c\u002Frintf",{"title":2522,"path":2523,"stem":2524},"round","\u002Fdocs\u002Fapi\u002Fc\u002Fround","docs\u002F5.api\u002F03.c\u002Fround",{"title":2526,"path":2527,"stem":2528},"roundf","\u002Fdocs\u002Fapi\u002Fc\u002Froundf","docs\u002F5.api\u002F03.c\u002Froundf",{"title":2530,"path":2531,"stem":2532},"scalbn","\u002Fdocs\u002Fapi\u002Fc\u002Fscalbn","docs\u002F5.api\u002F03.c\u002Fscalbn",{"title":2534,"path":2535,"stem":2536},"scalbnf","\u002Fdocs\u002Fapi\u002Fc\u002Fscalbnf","docs\u002F5.api\u002F03.c\u002Fscalbnf",{"title":2538,"path":2539,"stem":2540},"scanf","\u002Fdocs\u002Fapi\u002Fc\u002Fscanf","docs\u002F5.api\u002F03.c\u002Fscanf",{"title":2542,"path":2543,"stem":2544},"setbuf","\u002Fdocs\u002Fapi\u002Fc\u002Fsetbuf","docs\u002F5.api\u002F03.c\u002Fsetbuf",{"title":2546,"path":2547,"stem":2548},"setvbuf","\u002Fdocs\u002Fapi\u002Fc\u002Fsetvbuf","docs\u002F5.api\u002F03.c\u002Fsetvbuf",{"title":2550,"path":2551,"stem":2552},"sin","\u002Fdocs\u002Fapi\u002Fc\u002Fsin","docs\u002F5.api\u002F03.c\u002Fsin",{"title":2554,"path":2555,"stem":2556},"sinf","\u002Fdocs\u002Fapi\u002Fc\u002Fsinf","docs\u002F5.api\u002F03.c\u002Fsinf",{"title":2558,"path":2559,"stem":2560},"sinh","\u002Fdocs\u002Fapi\u002Fc\u002Fsinh","docs\u002F5.api\u002F03.c\u002Fsinh",{"title":2562,"path":2563,"stem":2564},"sinhf","\u002Fdocs\u002Fapi\u002Fc\u002Fsinhf","docs\u002F5.api\u002F03.c\u002Fsinhf",{"title":2566,"path":2567,"stem":2568},"sprintf","\u002Fdocs\u002Fapi\u002Fc\u002Fsprintf","docs\u002F5.api\u002F03.c\u002Fsprintf",{"title":2570,"path":2571,"stem":2572},"sqrt","\u002Fdocs\u002Fapi\u002Fc\u002Fsqrt","docs\u002F5.api\u002F03.c\u002Fsqrt",{"title":2574,"path":2575,"stem":2576},"sqrtf","\u002Fdocs\u002Fapi\u002Fc\u002Fsqrtf","docs\u002F5.api\u002F03.c\u002Fsqrtf",{"title":2578,"path":2579,"stem":2580},"srand","\u002Fdocs\u002Fapi\u002Fc\u002Fsrand","docs\u002F5.api\u002F03.c\u002Fsrand",{"title":2582,"path":2583,"stem":2584},"sscanf","\u002Fdocs\u002Fapi\u002Fc\u002Fsscanf","docs\u002F5.api\u002F03.c\u002Fsscanf",{"title":2586,"path":2587,"stem":2588},"strftime","\u002Fdocs\u002Fapi\u002Fc\u002Fstrftime","docs\u002F5.api\u002F03.c\u002Fstrftime",{"title":2590,"path":2591,"stem":2592},"system","\u002Fdocs\u002Fapi\u002Fc\u002Fsystem","docs\u002F5.api\u002F03.c\u002Fsystem",{"title":2594,"path":2595,"stem":2596},"tan","\u002Fdocs\u002Fapi\u002Fc\u002Ftan","docs\u002F5.api\u002F03.c\u002Ftan",{"title":2598,"path":2599,"stem":2600},"tanf","\u002Fdocs\u002Fapi\u002Fc\u002Ftanf","docs\u002F5.api\u002F03.c\u002Ftanf",{"title":2602,"path":2603,"stem":2604},"tanh","\u002Fdocs\u002Fapi\u002Fc\u002Ftanh","docs\u002F5.api\u002F03.c\u002Ftanh",{"title":2606,"path":2607,"stem":2608},"tanhf","\u002Fdocs\u002Fapi\u002Fc\u002Ftanhf","docs\u002F5.api\u002F03.c\u002Ftanhf",{"title":2610,"path":2611,"stem":2612},"tgamma","\u002Fdocs\u002Fapi\u002Fc\u002Ftgamma","docs\u002F5.api\u002F03.c\u002Ftgamma",{"title":2614,"path":2615,"stem":2616},"tgammaf","\u002Fdocs\u002Fapi\u002Fc\u002Ftgammaf","docs\u002F5.api\u002F03.c\u002Ftgammaf",{"title":2618,"path":2619,"stem":2620},"time","\u002Fdocs\u002Fapi\u002Fc\u002Ftime","docs\u002F5.api\u002F03.c\u002Ftime",{"title":2622,"path":2623,"stem":2624},"tmpfile","\u002Fdocs\u002Fapi\u002Fc\u002Ftmpfile","docs\u002F5.api\u002F03.c\u002Ftmpfile",{"title":2626,"path":2627,"stem":2628},"tmpnam","\u002Fdocs\u002Fapi\u002Fc\u002Ftmpnam","docs\u002F5.api\u002F03.c\u002Ftmpnam",{"title":2630,"path":2631,"stem":2632},"trunc","\u002Fdocs\u002Fapi\u002Fc\u002Ftrunc","docs\u002F5.api\u002F03.c\u002Ftrunc",{"title":2634,"path":2635,"stem":2636},"truncf","\u002Fdocs\u002Fapi\u002Fc\u002Ftruncf","docs\u002F5.api\u002F03.c\u002Ftruncf",{"title":326,"path":2638,"stem":2639},"\u002Fdocs\u002Fapi\u002Fc\u002Ftypes","docs\u002F5.api\u002F03.c\u002Ftypes",{"title":2641,"path":2642,"stem":2643},"ungetc","\u002Fdocs\u002Fapi\u002Fc\u002Fungetc","docs\u002F5.api\u002F03.c\u002Fungetc",{"title":2645,"path":2646,"stem":2647,"children":2648},"Format","\u002Fdocs\u002Fapi\u002Fformat","docs\u002F5.api\u002F04.format\u002Findex",[2649,2650,2654,2658,2662,2666,2670,2674,2678,2682,2686,2690,2694,2698,2702,2706],{"title":49,"path":2646,"stem":2647},{"title":2651,"path":2652,"stem":2653},"IsFinite","\u002Fdocs\u002Fapi\u002Fformat\u002Fisfinite","docs\u002F5.api\u002F04.format\u002Fisfinite",{"title":2655,"path":2656,"stem":2657},"IsInfinite","\u002Fdocs\u002Fapi\u002Fformat\u002Fisinfinite","docs\u002F5.api\u002F04.format\u002Fisinfinite",{"title":2659,"path":2660,"stem":2661},"IsNan","\u002Fdocs\u002Fapi\u002Fformat\u002Fisnan","docs\u002F5.api\u002F04.format\u002Fisnan",{"title":2663,"path":2664,"stem":2665},"ParseError","\u002Fdocs\u002Fapi\u002Fformat\u002Fparseerror","docs\u002F5.api\u002F04.format\u002Fparseerror",{"title":2667,"path":2668,"stem":2669},"ParseFloat64","\u002Fdocs\u002Fapi\u002Fformat\u002Fparsefloat64","docs\u002F5.api\u002F04.format\u002Fparsefloat64",{"title":2671,"path":2672,"stem":2673},"ParseInt64","\u002Fdocs\u002Fapi\u002Fformat\u002Fparseint64","docs\u002F5.api\u002F04.format\u002Fparseint64",{"title":2675,"path":2676,"stem":2677},"Stringable","\u002Fdocs\u002Fapi\u002Fformat\u002Fstringable","docs\u002F5.api\u002F04.format\u002Fstringable",{"title":2679,"path":2680,"stem":2681},"ToString","\u002Fdocs\u002Fapi\u002Fformat\u002Ftostring","docs\u002F5.api\u002F04.format\u002Ftostring",{"title":2683,"path":2684,"stem":2685},"TryParseFloat64","\u002Fdocs\u002Fapi\u002Fformat\u002Ftryparsefloat64","docs\u002F5.api\u002F04.format\u002Ftryparsefloat64",{"title":2687,"path":2688,"stem":2689},"TryParseInt64","\u002Fdocs\u002Fapi\u002Fformat\u002Ftryparseint64","docs\u002F5.api\u002F04.format\u002Ftryparseint64",{"title":2691,"path":2692,"stem":2693},"WriteBool","\u002Fdocs\u002Fapi\u002Fformat\u002Fwritebool","docs\u002F5.api\u002F04.format\u002Fwritebool",{"title":2695,"path":2696,"stem":2697},"WriteChar","\u002Fdocs\u002Fapi\u002Fformat\u002Fwritechar","docs\u002F5.api\u002F04.format\u002Fwritechar",{"title":2699,"path":2700,"stem":2701},"WriteFloat","\u002Fdocs\u002Fapi\u002Fformat\u002Fwritefloat","docs\u002F5.api\u002F04.format\u002Fwritefloat",{"title":2703,"path":2704,"stem":2705},"WriteInt","\u002Fdocs\u002Fapi\u002Fformat\u002Fwriteint","docs\u002F5.api\u002F04.format\u002Fwriteint",{"title":2707,"path":2708,"stem":2709},"WriteUint","\u002Fdocs\u002Fapi\u002Fformat\u002Fwriteuint","docs\u002F5.api\u002F04.format\u002Fwriteuint",{"title":2711,"path":2712,"stem":2713,"children":2714},"Io","\u002Fdocs\u002Fapi\u002Fio","docs\u002F5.api\u002F05.io\u002Findex",[2715,2716,2720,2724],{"title":49,"path":2712,"stem":2713},{"title":2717,"path":2718,"stem":2719},"Print","\u002Fdocs\u002Fapi\u002Fio\u002Fprint","docs\u002F5.api\u002F05.io\u002Fprint",{"title":2721,"path":2722,"stem":2723},"PrintLine","\u002Fdocs\u002Fapi\u002Fio\u002Fprintline","docs\u002F5.api\u002F05.io\u002Fprintline",{"title":2725,"path":2726,"stem":2727},"ReadLine","\u002Fdocs\u002Fapi\u002Fio\u002Freadline","docs\u002F5.api\u002F05.io\u002Freadline",{"title":67,"path":2729,"stem":2730,"children":2731},"\u002Fdocs\u002Fapi\u002Flinux","docs\u002F5.api\u002F06.linux\u002Findex",[2732,2733,2736,2739,2742,2745,2748,2751,2754,2757,2760,2763,2766,2769,2772],{"title":49,"path":2729,"stem":2730},{"title":1905,"path":2734,"stem":2735},"\u002Fdocs\u002Fapi\u002Flinux\u002Fbrk","docs\u002F5.api\u002F06.linux\u002Fbrk",{"title":1909,"path":2737,"stem":2738},"\u002Fdocs\u002Fapi\u002Flinux\u002Fclockgettime","docs\u002F5.api\u002F06.linux\u002Fclockgettime",{"title":1913,"path":2740,"stem":2741},"\u002Fdocs\u002Fapi\u002Flinux\u002Fclose","docs\u002F5.api\u002F06.linux\u002Fclose",{"title":1917,"path":2743,"stem":2744},"\u002Fdocs\u002Fapi\u002Flinux\u002Ferrno","docs\u002F5.api\u002F06.linux\u002Ferrno",{"title":1921,"path":2746,"stem":2747},"\u002Fdocs\u002Fapi\u002Flinux\u002Fexit","docs\u002F5.api\u002F06.linux\u002Fexit",{"title":1925,"path":2749,"stem":2750},"\u002Fdocs\u002Fapi\u002Flinux\u002Fgetpid","docs\u002F5.api\u002F06.linux\u002Fgetpid",{"title":1929,"path":2752,"stem":2753},"\u002Fdocs\u002Fapi\u002Flinux\u002Fiserror","docs\u002F5.api\u002F06.linux\u002Fiserror",{"title":1933,"path":2755,"stem":2756},"\u002Fdocs\u002Fapi\u002Flinux\u002Fmmap","docs\u002F5.api\u002F06.linux\u002Fmmap",{"title":1937,"path":2758,"stem":2759},"\u002Fdocs\u002Fapi\u002Flinux\u002Fmunmap","docs\u002F5.api\u002F06.linux\u002Fmunmap",{"title":1941,"path":2761,"stem":2762},"\u002Fdocs\u002Fapi\u002Flinux\u002Fnanosleep","docs\u002F5.api\u002F06.linux\u002Fnanosleep",{"title":1945,"path":2764,"stem":2765},"\u002Fdocs\u002Fapi\u002Flinux\u002Fread","docs\u002F5.api\u002F06.linux\u002Fread",{"title":1949,"path":2767,"stem":2768},"\u002Fdocs\u002Fapi\u002Flinux\u002Fsyscalls","docs\u002F5.api\u002F06.linux\u002Fsyscalls",{"title":1953,"path":2770,"stem":2771},"\u002Fdocs\u002Fapi\u002Flinux\u002Ftypes","docs\u002F5.api\u002F06.linux\u002Ftypes",{"title":1957,"path":2773,"stem":2774},"\u002Fdocs\u002Fapi\u002Flinux\u002Fwrite","docs\u002F5.api\u002F06.linux\u002Fwrite",{"title":2776,"path":2777,"stem":2778,"children":2779},"MacOS","\u002Fdocs\u002Fapi\u002Fmacos","docs\u002F5.api\u002F07.macos\u002Findex",[2780,2781,2784,2787,2790,2793,2797,2800,2803,2806,2809,2812,2815],{"title":49,"path":2777,"stem":2778},{"title":1913,"path":2782,"stem":2783},"\u002Fdocs\u002Fapi\u002Fmacos\u002Fclose","docs\u002F5.api\u002F07.macos\u002Fclose",{"title":1917,"path":2785,"stem":2786},"\u002Fdocs\u002Fapi\u002Fmacos\u002Ferrno","docs\u002F5.api\u002F07.macos\u002Ferrno",{"title":1921,"path":2788,"stem":2789},"\u002Fdocs\u002Fapi\u002Fmacos\u002Fexit","docs\u002F5.api\u002F07.macos\u002Fexit",{"title":1925,"path":2791,"stem":2792},"\u002Fdocs\u002Fapi\u002Fmacos\u002Fgetpid","docs\u002F5.api\u002F07.macos\u002Fgetpid",{"title":2794,"path":2795,"stem":2796},"GetTimeOfDay","\u002Fdocs\u002Fapi\u002Fmacos\u002Fgettimeofday","docs\u002F5.api\u002F07.macos\u002Fgettimeofday",{"title":1929,"path":2798,"stem":2799},"\u002Fdocs\u002Fapi\u002Fmacos\u002Fiserror","docs\u002F5.api\u002F07.macos\u002Fiserror",{"title":1933,"path":2801,"stem":2802},"\u002Fdocs\u002Fapi\u002Fmacos\u002Fmmap","docs\u002F5.api\u002F07.macos\u002Fmmap",{"title":1937,"path":2804,"stem":2805},"\u002Fdocs\u002Fapi\u002Fmacos\u002Fmunmap","docs\u002F5.api\u002F07.macos\u002Fmunmap",{"title":1945,"path":2807,"stem":2808},"\u002Fdocs\u002Fapi\u002Fmacos\u002Fread","docs\u002F5.api\u002F07.macos\u002Fread",{"title":1949,"path":2810,"stem":2811},"\u002Fdocs\u002Fapi\u002Fmacos\u002Fsyscalls","docs\u002F5.api\u002F07.macos\u002Fsyscalls",{"title":1953,"path":2813,"stem":2814},"\u002Fdocs\u002Fapi\u002Fmacos\u002Ftypes","docs\u002F5.api\u002F07.macos\u002Ftypes",{"title":1957,"path":2816,"stem":2817},"\u002Fdocs\u002Fapi\u002Fmacos\u002Fwrite","docs\u002F5.api\u002F07.macos\u002Fwrite",{"title":2819,"path":2820,"stem":2821,"children":2822},"Math","\u002Fdocs\u002Fapi\u002Fmath","docs\u002F5.api\u002F08.math\u002Findex",[2823,2824,2828,2832,2836,2840,2844,2848,2852,2856,2860,2864,2868,2872,2876,2880,2884,2888,2892,2896,2900,2904,2908,2912,2916,2920,2924,2928,2932,2936,2940,2944],{"title":49,"path":2820,"stem":2821},{"title":2825,"path":2826,"stem":2827},"Abs","\u002Fdocs\u002Fapi\u002Fmath\u002Fabs","docs\u002F5.api\u002F08.math\u002Fabs",{"title":2829,"path":2830,"stem":2831},"ArcCos","\u002Fdocs\u002Fapi\u002Fmath\u002Farccos","docs\u002F5.api\u002F08.math\u002Farccos",{"title":2833,"path":2834,"stem":2835},"ArcCot","\u002Fdocs\u002Fapi\u002Fmath\u002Farccot","docs\u002F5.api\u002F08.math\u002Farccot",{"title":2837,"path":2838,"stem":2839},"ArcSin","\u002Fdocs\u002Fapi\u002Fmath\u002Farcsin","docs\u002F5.api\u002F08.math\u002Farcsin",{"title":2841,"path":2842,"stem":2843},"ArcTan","\u002Fdocs\u002Fapi\u002Fmath\u002Farctan","docs\u002F5.api\u002F08.math\u002Farctan",{"title":2845,"path":2846,"stem":2847},"Cbrt","\u002Fdocs\u002Fapi\u002Fmath\u002Fcbrt","docs\u002F5.api\u002F08.math\u002Fcbrt",{"title":2849,"path":2850,"stem":2851},"Ceil","\u002Fdocs\u002Fapi\u002Fmath\u002Fceil","docs\u002F5.api\u002F08.math\u002Fceil",{"title":2853,"path":2854,"stem":2855},"Cos","\u002Fdocs\u002Fapi\u002Fmath\u002Fcos","docs\u002F5.api\u002F08.math\u002Fcos",{"title":2857,"path":2858,"stem":2859},"Cosh","\u002Fdocs\u002Fapi\u002Fmath\u002Fcosh","docs\u002F5.api\u002F08.math\u002Fcosh",{"title":2861,"path":2862,"stem":2863},"Cotan","\u002Fdocs\u002Fapi\u002Fmath\u002Fcotan","docs\u002F5.api\u002F08.math\u002Fcotan",{"title":2865,"path":2866,"stem":2867},"Cotanh","\u002Fdocs\u002Fapi\u002Fmath\u002Fcotanh","docs\u002F5.api\u002F08.math\u002Fcotanh",{"title":2869,"path":2870,"stem":2871},"DegToRad","\u002Fdocs\u002Fapi\u002Fmath\u002Fdegtorad","docs\u002F5.api\u002F08.math\u002Fdegtorad",{"title":2873,"path":2874,"stem":2875},"Exp","\u002Fdocs\u002Fapi\u002Fmath\u002Fexp","docs\u002F5.api\u002F08.math\u002Fexp",{"title":2877,"path":2878,"stem":2879},"Exp2","\u002Fdocs\u002Fapi\u002Fmath\u002Fexp2","docs\u002F5.api\u002F08.math\u002Fexp2",{"title":2881,"path":2882,"stem":2883},"Floor","\u002Fdocs\u002Fapi\u002Fmath\u002Ffloor","docs\u002F5.api\u002F08.math\u002Ffloor",{"title":2885,"path":2886,"stem":2887},"Hypot","\u002Fdocs\u002Fapi\u002Fmath\u002Fhypot","docs\u002F5.api\u002F08.math\u002Fhypot",{"title":2889,"path":2890,"stem":2891},"Log","\u002Fdocs\u002Fapi\u002Fmath\u002Flog","docs\u002F5.api\u002F08.math\u002Flog",{"title":2893,"path":2894,"stem":2895},"Log10","\u002Fdocs\u002Fapi\u002Fmath\u002Flog10","docs\u002F5.api\u002F08.math\u002Flog10",{"title":2897,"path":2898,"stem":2899},"Log2","\u002Fdocs\u002Fapi\u002Fmath\u002Flog2","docs\u002F5.api\u002F08.math\u002Flog2",{"title":2901,"path":2902,"stem":2903},"Max","\u002Fdocs\u002Fapi\u002Fmath\u002Fmax","docs\u002F5.api\u002F08.math\u002Fmax",{"title":2905,"path":2906,"stem":2907},"Min","\u002Fdocs\u002Fapi\u002Fmath\u002Fmin","docs\u002F5.api\u002F08.math\u002Fmin",{"title":2909,"path":2910,"stem":2911},"Mod","\u002Fdocs\u002Fapi\u002Fmath\u002Fmod","docs\u002F5.api\u002F08.math\u002Fmod",{"title":2913,"path":2914,"stem":2915},"Pow","\u002Fdocs\u002Fapi\u002Fmath\u002Fpow","docs\u002F5.api\u002F08.math\u002Fpow",{"title":2917,"path":2918,"stem":2919},"RadToDeg","\u002Fdocs\u002Fapi\u002Fmath\u002Fradtodeg","docs\u002F5.api\u002F08.math\u002Fradtodeg",{"title":2921,"path":2922,"stem":2923},"Round","\u002Fdocs\u002Fapi\u002Fmath\u002Fround","docs\u002F5.api\u002F08.math\u002Fround",{"title":2925,"path":2926,"stem":2927},"Sin","\u002Fdocs\u002Fapi\u002Fmath\u002Fsin","docs\u002F5.api\u002F08.math\u002Fsin",{"title":2929,"path":2930,"stem":2931},"Sinh","\u002Fdocs\u002Fapi\u002Fmath\u002Fsinh","docs\u002F5.api\u002F08.math\u002Fsinh",{"title":2933,"path":2934,"stem":2935},"Sqrt","\u002Fdocs\u002Fapi\u002Fmath\u002Fsqrt","docs\u002F5.api\u002F08.math\u002Fsqrt",{"title":2937,"path":2938,"stem":2939},"Tan","\u002Fdocs\u002Fapi\u002Fmath\u002Ftan","docs\u002F5.api\u002F08.math\u002Ftan",{"title":2941,"path":2942,"stem":2943},"Tanh","\u002Fdocs\u002Fapi\u002Fmath\u002Ftanh","docs\u002F5.api\u002F08.math\u002Ftanh",{"title":2945,"path":2946,"stem":2947},"Trunc","\u002Fdocs\u002Fapi\u002Fmath\u002Ftrunc","docs\u002F5.api\u002F08.math\u002Ftrunc",{"title":739,"path":2949,"stem":2950,"children":2951},"\u002Fdocs\u002Fapi\u002Fmemory","docs\u002F5.api\u002F09.memory\u002Findex",[2952,2953,2957,2961,2965,2969,2973,2977],{"title":49,"path":2949,"stem":2950},{"title":2954,"path":2955,"stem":2956},"Alloc","\u002Fdocs\u002Fapi\u002Fmemory\u002Falloc","docs\u002F5.api\u002F09.memory\u002Falloc",{"title":2958,"path":2959,"stem":2960},"Compare","\u002Fdocs\u002Fapi\u002Fmemory\u002Fcompare","docs\u002F5.api\u002F09.memory\u002Fcompare",{"title":2962,"path":2963,"stem":2964},"Copy","\u002Fdocs\u002Fapi\u002Fmemory\u002Fcopy","docs\u002F5.api\u002F09.memory\u002Fcopy",{"title":2966,"path":2967,"stem":2968},"Free","\u002Fdocs\u002Fapi\u002Fmemory\u002Ffree","docs\u002F5.api\u002F09.memory\u002Ffree",{"title":2970,"path":2971,"stem":2972},"Realloc","\u002Fdocs\u002Fapi\u002Fmemory\u002Frealloc","docs\u002F5.api\u002F09.memory\u002Frealloc",{"title":2974,"path":2975,"stem":2976},"Set","\u002Fdocs\u002Fapi\u002Fmemory\u002Fset","docs\u002F5.api\u002F09.memory\u002Fset",{"title":2978,"path":2979,"stem":2980},"Zero","\u002Fdocs\u002Fapi\u002Fmemory\u002Fzero","docs\u002F5.api\u002F09.memory\u002Fzero",{"title":2982,"path":2983,"stem":2984,"children":2985},"Core","\u002Fdocs\u002Fapi\u002Fcore","docs\u002F5.api\u002F10.core\u002Findex",[2986,2987,2991,2995,2999,3003,3006,3010,3013,3017,3021,3025,3029],{"title":49,"path":2983,"stem":2984},{"title":2988,"path":2989,"stem":2990},"Assert","\u002Fdocs\u002Fapi\u002Fcore\u002Fassert","docs\u002F5.api\u002F10.core\u002Fassert",{"title":2992,"path":2993,"stem":2994},"#build","\u002Fdocs\u002Fapi\u002Fcore\u002Fbuild","docs\u002F5.api\u002F10.core\u002Fbuild",{"title":2996,"path":2997,"stem":2998},"#compiler","\u002Fdocs\u002Fapi\u002Fcore\u002Fcompiler","docs\u002F5.api\u002F10.core\u002Fcompiler",{"title":3000,"path":3001,"stem":3002},"#config","\u002Fdocs\u002Fapi\u002Fcore\u002Fconfig","docs\u002F5.api\u002F10.core\u002Fconfig",{"title":1688,"path":3004,"stem":3005},"\u002Fdocs\u002Fapi\u002Fcore\u002Ferror","docs\u002F5.api\u002F10.core\u002Ferror",{"title":3007,"path":3008,"stem":3009},"Panic","\u002Fdocs\u002Fapi\u002Fcore\u002Fpanic","docs\u002F5.api\u002F10.core\u002Fpanic",{"title":1471,"path":3011,"stem":3012},"\u002Fdocs\u002Fapi\u002Fcore\u002Franges","docs\u002F5.api\u002F10.core\u002Franges",{"title":3014,"path":3015,"stem":3016},"Result","\u002Fdocs\u002Fapi\u002Fcore\u002Fresult","docs\u002F5.api\u002F10.core\u002Fresult",{"title":3018,"path":3019,"stem":3020},"Slice","\u002Fdocs\u002Fapi\u002Fcore\u002Fslice","docs\u002F5.api\u002F10.core\u002Fslice",{"title":3022,"path":3023,"stem":3024},"#source","\u002Fdocs\u002Fapi\u002Fcore\u002Fsource","docs\u002F5.api\u002F10.core\u002Fsource",{"title":3026,"path":3027,"stem":3028},"#target","\u002Fdocs\u002Fapi\u002Fcore\u002Ftarget","docs\u002F5.api\u002F10.core\u002Ftarget",{"title":1684,"path":3030,"stem":3031},"\u002Fdocs\u002Fapi\u002Fcore\u002Fwarn","docs\u002F5.api\u002F10.core\u002Fwarn",{"title":680,"path":3033,"stem":3034,"children":3035},"\u002Fdocs\u002Fapi\u002Ftext","docs\u002F5.api\u002F11.text\u002Findex",[3036,3037,3120,3176],{"title":49,"path":3033,"stem":3034},{"title":3038,"path":3039,"stem":3040,"children":3041},"String","\u002Fdocs\u002Fapi\u002Ftext\u002Fstring","docs\u002F5.api\u002F11.text\u002F1.string\u002Findex",[3042,3043,3047,3051,3055,3059,3063,3067,3070,3074,3080,3084,3088,3092,3096,3100,3104,3108,3112,3116],{"title":49,"path":3039,"stem":3040},{"title":3044,"path":3045,"stem":3046},"At","\u002Fdocs\u002Fapi\u002Ftext\u002Fstring\u002Fat","docs\u002F5.api\u002F11.text\u002F1.string\u002F01.at",{"title":3048,"path":3049,"stem":3050},"Clone","\u002Fdocs\u002Fapi\u002Ftext\u002Fstring\u002Fclone","docs\u002F5.api\u002F11.text\u002F1.string\u002F02.clone",{"title":3052,"path":3053,"stem":3054},"Contains","\u002Fdocs\u002Fapi\u002Ftext\u002Fstring\u002Fcontains","docs\u002F5.api\u002F11.text\u002F1.string\u002F03.contains",{"title":3056,"path":3057,"stem":3058},"Data","\u002Fdocs\u002Fapi\u002Ftext\u002Fstring\u002Fdata","docs\u002F5.api\u002F11.text\u002F1.string\u002F04.data",{"title":3060,"path":3061,"stem":3062},"EndsWith","\u002Fdocs\u002Fapi\u002Ftext\u002Fstring\u002Fendswith","docs\u002F5.api\u002F11.text\u002F1.string\u002F05.endswith",{"title":3064,"path":3065,"stem":3066},"Equals","\u002Fdocs\u002Fapi\u002Ftext\u002Fstring\u002Fequals","docs\u002F5.api\u002F11.text\u002F1.string\u002F06.equals",{"title":2966,"path":3068,"stem":3069},"\u002Fdocs\u002Fapi\u002Ftext\u002Fstring\u002Ffree","docs\u002F5.api\u002F11.text\u002F1.string\u002F07.free",{"title":3071,"path":3072,"stem":3073},"From","\u002Fdocs\u002Fapi\u002Ftext\u002Fstring\u002Ffrom","docs\u002F5.api\u002F11.text\u002F1.string\u002F08.from",{"title":3075,"path":3076,"stem":3077,"children":3078},"IndexOf","\u002Fdocs\u002Fapi\u002Ftext\u002Fstring\u002Findexof","docs\u002F5.api\u002F11.text\u002F1.string\u002F09.indexof",[3079],{"title":3075,"path":3076,"stem":3077},{"title":3081,"path":3082,"stem":3083},"IsEmpty","\u002Fdocs\u002Fapi\u002Ftext\u002Fstring\u002Fisempty","docs\u002F5.api\u002F11.text\u002F1.string\u002F10.isempty",{"title":3085,"path":3086,"stem":3087},"Length","\u002Fdocs\u002Fapi\u002Ftext\u002Fstring\u002Flength","docs\u002F5.api\u002F11.text\u002F1.string\u002F11.length",{"title":3089,"path":3090,"stem":3091},"New","\u002Fdocs\u002Fapi\u002Ftext\u002Fstring\u002Fnew","docs\u002F5.api\u002F11.text\u002F1.string\u002F12.new",{"title":3093,"path":3094,"stem":3095},"Repeat","\u002Fdocs\u002Fapi\u002Ftext\u002Fstring\u002Frepeat","docs\u002F5.api\u002F11.text\u002F1.string\u002F13.repeat",{"title":3097,"path":3098,"stem":3099},"StartsWith","\u002Fdocs\u002Fapi\u002Ftext\u002Fstring\u002Fstartswith","docs\u002F5.api\u002F11.text\u002F1.string\u002F14.startswith",{"title":3101,"path":3102,"stem":3103},"Substring","\u002Fdocs\u002Fapi\u002Ftext\u002Fstring\u002Fsubstring","docs\u002F5.api\u002F11.text\u002F1.string\u002F15.substring",{"title":3105,"path":3106,"stem":3107},"ToLower","\u002Fdocs\u002Fapi\u002Ftext\u002Fstring\u002Ftolower","docs\u002F5.api\u002F11.text\u002F1.string\u002F16.tolower",{"title":3109,"path":3110,"stem":3111},"ToUpper","\u002Fdocs\u002Fapi\u002Ftext\u002Fstring\u002Ftoupper","docs\u002F5.api\u002F11.text\u002F1.string\u002F17.toupper",{"title":3113,"path":3114,"stem":3115},"Trim","\u002Fdocs\u002Fapi\u002Ftext\u002Fstring\u002Ftrim","docs\u002F5.api\u002F11.text\u002F1.string\u002F18.trim",{"title":3117,"path":3118,"stem":3119},"+","\u002Fdocs\u002Fapi\u002Ftext\u002Fstring\u002Fplus","docs\u002F5.api\u002F11.text\u002F1.string\u002F19.plus",{"title":3121,"path":3122,"stem":3123,"children":3124},"StringBuilder","\u002Fdocs\u002Fapi\u002Ftext\u002Fstringbuilder","docs\u002F5.api\u002F11.text\u002F2.stringbuilder\u002Findex",[3125,3126,3130,3134,3138,3141,3144,3148,3152,3155,3158,3161,3165,3169,3172],{"title":49,"path":3122,"stem":3123},{"title":3127,"path":3128,"stem":3129},"Append","\u002Fdocs\u002Fapi\u002Ftext\u002Fstringbuilder\u002Fappend","docs\u002F5.api\u002F11.text\u002F2.stringbuilder\u002Fappend",{"title":3131,"path":3132,"stem":3133},"Capacity","\u002Fdocs\u002Fapi\u002Ftext\u002Fstringbuilder\u002Fcapacity","docs\u002F5.api\u002F11.text\u002F2.stringbuilder\u002Fcapacity",{"title":3135,"path":3136,"stem":3137},"Clear","\u002Fdocs\u002Fapi\u002Ftext\u002Fstringbuilder\u002Fclear","docs\u002F5.api\u002F11.text\u002F2.stringbuilder\u002Fclear",{"title":3056,"path":3139,"stem":3140},"\u002Fdocs\u002Fapi\u002Ftext\u002Fstringbuilder\u002Fdata","docs\u002F5.api\u002F11.text\u002F2.stringbuilder\u002Fdata",{"title":2966,"path":3142,"stem":3143},"\u002Fdocs\u002Fapi\u002Ftext\u002Fstringbuilder\u002Ffree","docs\u002F5.api\u002F11.text\u002F2.stringbuilder\u002Ffree",{"title":3145,"path":3146,"stem":3147},"Grow","\u002Fdocs\u002Fapi\u002Ftext\u002Fstringbuilder\u002Fgrow","docs\u002F5.api\u002F11.text\u002F2.stringbuilder\u002Fgrow",{"title":3149,"path":3150,"stem":3151},"IntoString","\u002Fdocs\u002Fapi\u002Ftext\u002Fstringbuilder\u002Fintostring","docs\u002F5.api\u002F11.text\u002F2.stringbuilder\u002Fintostring",{"title":3081,"path":3153,"stem":3154},"\u002Fdocs\u002Fapi\u002Ftext\u002Fstringbuilder\u002Fisempty","docs\u002F5.api\u002F11.text\u002F2.stringbuilder\u002Fisempty",{"title":3085,"path":3156,"stem":3157},"\u002Fdocs\u002Fapi\u002Ftext\u002Fstringbuilder\u002Flength","docs\u002F5.api\u002F11.text\u002F2.stringbuilder\u002Flength",{"title":3089,"path":3159,"stem":3160},"\u002Fdocs\u002Fapi\u002Ftext\u002Fstringbuilder\u002Fnew","docs\u002F5.api\u002F11.text\u002F2.stringbuilder\u002Fnew",{"title":3162,"path":3163,"stem":3164},"Reserve","\u002Fdocs\u002Fapi\u002Ftext\u002Fstringbuilder\u002Freserve","docs\u002F5.api\u002F11.text\u002F2.stringbuilder\u002Freserve",{"title":3166,"path":3167,"stem":3168},"Shrink","\u002Fdocs\u002Fapi\u002Ftext\u002Fstringbuilder\u002Fshrink","docs\u002F5.api\u002F11.text\u002F2.stringbuilder\u002Fshrink",{"title":2679,"path":3170,"stem":3171},"\u002Fdocs\u002Fapi\u002Ftext\u002Fstringbuilder\u002Ftostring","docs\u002F5.api\u002F11.text\u002F2.stringbuilder\u002Ftostring",{"title":3173,"path":3174,"stem":3175},"WithCapacity","\u002Fdocs\u002Fapi\u002Ftext\u002Fstringbuilder\u002Fwithcapacity","docs\u002F5.api\u002F11.text\u002F2.stringbuilder\u002Fwithcapacity",{"title":3177,"path":3178,"stem":3179},"IsSpace","\u002Fdocs\u002Fapi\u002Ftext\u002Fisspace","docs\u002F5.api\u002F11.text\u002F3.isspace",{"title":75,"path":3181,"stem":3182,"children":3183},"\u002Fdocs\u002Fapi\u002Fwindows","docs\u002F5.api\u002F12.windows\u002Findex",[3184,3185,3189,3193,3197,3201,3205,3209,3213,3217,3221,3225,3229,3233,3237,3241,3245,3249,3253,3257,3261,3265,3269,3273,3277,3281,3285,3289,3293,3297,3301,3305,3309,3313,3317,3321,3325,3329,3333,3337,3341,3345,3349,3353,3356,3360,3364,3368],{"title":49,"path":3181,"stem":3182},{"title":3186,"path":3187,"stem":3188},"AllocConsole","\u002Fdocs\u002Fapi\u002Fwindows\u002Fallocconsole","docs\u002F5.api\u002F12.windows\u002Fallocconsole",{"title":3190,"path":3191,"stem":3192},"Beep","\u002Fdocs\u002Fapi\u002Fwindows\u002Fbeep","docs\u002F5.api\u002F12.windows\u002Fbeep",{"title":3194,"path":3195,"stem":3196},"CloseHandle","\u002Fdocs\u002Fapi\u002Fwindows\u002Fclosehandle","docs\u002F5.api\u002F12.windows\u002Fclosehandle",{"title":3198,"path":3199,"stem":3200},"CodePage","\u002Fdocs\u002Fapi\u002Fwindows\u002Fcodepage","docs\u002F5.api\u002F12.windows\u002Fcodepage",{"title":3202,"path":3203,"stem":3204},"CopyFileA","\u002Fdocs\u002Fapi\u002Fwindows\u002Fcopyfilea","docs\u002F5.api\u002F12.windows\u002Fcopyfilea",{"title":3206,"path":3207,"stem":3208},"CreateDirectoryA","\u002Fdocs\u002Fapi\u002Fwindows\u002Fcreatedirectorya","docs\u002F5.api\u002F12.windows\u002Fcreatedirectorya",{"title":3210,"path":3211,"stem":3212},"CreateFileA","\u002Fdocs\u002Fapi\u002Fwindows\u002Fcreatefilea","docs\u002F5.api\u002F12.windows\u002Fcreatefilea",{"title":3214,"path":3215,"stem":3216},"DeleteFileA","\u002Fdocs\u002Fapi\u002Fwindows\u002Fdeletefilea","docs\u002F5.api\u002F12.windows\u002Fdeletefilea",{"title":3218,"path":3219,"stem":3220},"ExitProcess","\u002Fdocs\u002Fapi\u002Fwindows\u002Fexitprocess","docs\u002F5.api\u002F12.windows\u002Fexitprocess",{"title":3222,"path":3223,"stem":3224},"FindClose","\u002Fdocs\u002Fapi\u002Fwindows\u002Ffindclose","docs\u002F5.api\u002F12.windows\u002Ffindclose",{"title":3226,"path":3227,"stem":3228},"FindFirstFileA","\u002Fdocs\u002Fapi\u002Fwindows\u002Ffindfirstfilea","docs\u002F5.api\u002F12.windows\u002Ffindfirstfilea",{"title":3230,"path":3231,"stem":3232},"FindNextFileA","\u002Fdocs\u002Fapi\u002Fwindows\u002Ffindnextfilea","docs\u002F5.api\u002F12.windows\u002Ffindnextfilea",{"title":3234,"path":3235,"stem":3236},"FreeLibrary","\u002Fdocs\u002Fapi\u002Fwindows\u002Ffreelibrary","docs\u002F5.api\u002F12.windows\u002Ffreelibrary",{"title":3238,"path":3239,"stem":3240},"GetCurrentDirectoryA","\u002Fdocs\u002Fapi\u002Fwindows\u002Fgetcurrentdirectorya","docs\u002F5.api\u002F12.windows\u002Fgetcurrentdirectorya",{"title":3242,"path":3243,"stem":3244},"GetCurrentProcessId","\u002Fdocs\u002Fapi\u002Fwindows\u002Fgetcurrentprocessid","docs\u002F5.api\u002F12.windows\u002Fgetcurrentprocessid",{"title":3246,"path":3247,"stem":3248},"GetCurrentThreadId","\u002Fdocs\u002Fapi\u002Fwindows\u002Fgetcurrentthreadid","docs\u002F5.api\u002F12.windows\u002Fgetcurrentthreadid",{"title":3250,"path":3251,"stem":3252},"GetFileAttributesA","\u002Fdocs\u002Fapi\u002Fwindows\u002Fgetfileattributesa","docs\u002F5.api\u002F12.windows\u002Fgetfileattributesa",{"title":3254,"path":3255,"stem":3256},"GetFileSizeEx","\u002Fdocs\u002Fapi\u002Fwindows\u002Fgetfilesizeex","docs\u002F5.api\u002F12.windows\u002Fgetfilesizeex",{"title":3258,"path":3259,"stem":3260},"GetLastError","\u002Fdocs\u002Fapi\u002Fwindows\u002Fgetlasterror","docs\u002F5.api\u002F12.windows\u002Fgetlasterror",{"title":3262,"path":3263,"stem":3264},"GetLocalTime","\u002Fdocs\u002Fapi\u002Fwindows\u002Fgetlocaltime","docs\u002F5.api\u002F12.windows\u002Fgetlocaltime",{"title":3266,"path":3267,"stem":3268},"GetProcAddress","\u002Fdocs\u002Fapi\u002Fwindows\u002Fgetprocaddress","docs\u002F5.api\u002F12.windows\u002Fgetprocaddress",{"title":3270,"path":3271,"stem":3272},"GetProcessHeap","\u002Fdocs\u002Fapi\u002Fwindows\u002Fgetprocessheap","docs\u002F5.api\u002F12.windows\u002Fgetprocessheap",{"title":3274,"path":3275,"stem":3276},"GetStdHandle","\u002Fdocs\u002Fapi\u002Fwindows\u002Fgetstdhandle","docs\u002F5.api\u002F12.windows\u002Fgetstdhandle",{"title":3278,"path":3279,"stem":3280},"GetSystemTime","\u002Fdocs\u002Fapi\u002Fwindows\u002Fgetsystemtime","docs\u002F5.api\u002F12.windows\u002Fgetsystemtime",{"title":3282,"path":3283,"stem":3284},"GetTickCount64","\u002Fdocs\u002Fapi\u002Fwindows\u002Fgettickcount64","docs\u002F5.api\u002F12.windows\u002Fgettickcount64",{"title":3286,"path":3287,"stem":3288},"HeapAlloc","\u002Fdocs\u002Fapi\u002Fwindows\u002Fheapalloc","docs\u002F5.api\u002F12.windows\u002Fheapalloc",{"title":3290,"path":3291,"stem":3292},"HeapFree","\u002Fdocs\u002Fapi\u002Fwindows\u002Fheapfree","docs\u002F5.api\u002F12.windows\u002Fheapfree",{"title":3294,"path":3295,"stem":3296},"HeapReAlloc","\u002Fdocs\u002Fapi\u002Fwindows\u002Fheaprealloc","docs\u002F5.api\u002F12.windows\u002Fheaprealloc",{"title":3298,"path":3299,"stem":3300},"LoadLibraryA","\u002Fdocs\u002Fapi\u002Fwindows\u002Floadlibrarya","docs\u002F5.api\u002F12.windows\u002Floadlibrarya",{"title":3302,"path":3303,"stem":3304},"MoveFileA","\u002Fdocs\u002Fapi\u002Fwindows\u002Fmovefilea","docs\u002F5.api\u002F12.windows\u002Fmovefilea",{"title":3306,"path":3307,"stem":3308},"MultiByteToWideChar","\u002Fdocs\u002Fapi\u002Fwindows\u002Fmultibytetowidechar","docs\u002F5.api\u002F12.windows\u002Fmultibytetowidechar",{"title":3310,"path":3311,"stem":3312},"ReadConsoleA","\u002Fdocs\u002Fapi\u002Fwindows\u002Freadconsolea","docs\u002F5.api\u002F12.windows\u002Freadconsolea",{"title":3314,"path":3315,"stem":3316},"ReadFile","\u002Fdocs\u002Fapi\u002Fwindows\u002Freadfile","docs\u002F5.api\u002F12.windows\u002Freadfile",{"title":3318,"path":3319,"stem":3320},"RemoveDirectoryA","\u002Fdocs\u002Fapi\u002Fwindows\u002Fremovedirectorya","docs\u002F5.api\u002F12.windows\u002Fremovedirectorya",{"title":3322,"path":3323,"stem":3324},"RtlCompareMemory","\u002Fdocs\u002Fapi\u002Fwindows\u002Frtlcomparememory","docs\u002F5.api\u002F12.windows\u002Frtlcomparememory",{"title":3326,"path":3327,"stem":3328},"RtlCopyMemory","\u002Fdocs\u002Fapi\u002Fwindows\u002Frtlcopymemory","docs\u002F5.api\u002F12.windows\u002Frtlcopymemory",{"title":3330,"path":3331,"stem":3332},"RtlFillMemory","\u002Fdocs\u002Fapi\u002Fwindows\u002Frtlfillmemory","docs\u002F5.api\u002F12.windows\u002Frtlfillmemory",{"title":3334,"path":3335,"stem":3336},"RtlZeroMemory","\u002Fdocs\u002Fapi\u002Fwindows\u002Frtlzeromemory","docs\u002F5.api\u002F12.windows\u002Frtlzeromemory",{"title":3338,"path":3339,"stem":3340},"SetCurrentDirectoryA","\u002Fdocs\u002Fapi\u002Fwindows\u002Fsetcurrentdirectorya","docs\u002F5.api\u002F12.windows\u002Fsetcurrentdirectorya",{"title":3342,"path":3343,"stem":3344},"SetFileAttributesA","\u002Fdocs\u002Fapi\u002Fwindows\u002Fsetfileattributesa","docs\u002F5.api\u002F12.windows\u002Fsetfileattributesa",{"title":3346,"path":3347,"stem":3348},"SetFilePointerEx","\u002Fdocs\u002Fapi\u002Fwindows\u002Fsetfilepointerex","docs\u002F5.api\u002F12.windows\u002Fsetfilepointerex",{"title":3350,"path":3351,"stem":3352},"Sleep","\u002Fdocs\u002Fapi\u002Fwindows\u002Fsleep","docs\u002F5.api\u002F12.windows\u002Fsleep",{"title":1953,"path":3354,"stem":3355},"\u002Fdocs\u002Fapi\u002Fwindows\u002Ftypes","docs\u002F5.api\u002F12.windows\u002Ftypes",{"title":3357,"path":3358,"stem":3359},"WideCharToMultiByte","\u002Fdocs\u002Fapi\u002Fwindows\u002Fwidechartomultibyte","docs\u002F5.api\u002F12.windows\u002Fwidechartomultibyte",{"title":3361,"path":3362,"stem":3363},"WriteConsoleA","\u002Fdocs\u002Fapi\u002Fwindows\u002Fwriteconsolea","docs\u002F5.api\u002F12.windows\u002Fwriteconsolea",{"title":3365,"path":3366,"stem":3367},"WriteConsoleW","\u002Fdocs\u002Fapi\u002Fwindows\u002Fwriteconsolew","docs\u002F5.api\u002F12.windows\u002Fwriteconsolew",{"title":3369,"path":3370,"stem":3371},"WriteFile","\u002Fdocs\u002Fapi\u002Fwindows\u002Fwritefile","docs\u002F5.api\u002F12.windows\u002Fwritefile",{"title":3373,"path":3374,"stem":3375},"Download","\u002Fdownload","download",{"title":3377,"path":3378,"stem":3379},"Frequently Asked Questions","\u002Ffaq","faq",{"title":3381,"path":3382,"stem":3383},"Privacy Policy","\u002Fprivacy","privacy",{"title":3385,"path":3386,"stem":3387},"Security Policy","\u002Fsecurity","security",{"title":3389,"path":3390,"stem":3391},"Support","\u002Fsupport","support",{"title":3393,"path":3394,"stem":3395},"Terms of Use","\u002Fterms","terms",{"id":3397,"title":3398,"authors":3399,"body":3400,"category":3399,"date":3399,"description":5166,"extension":5167,"hideToc":29,"image":3399,"lesson":5168,"meta":5176,"navigation":5177,"path":818,"seo":5178,"stem":819,"__hash__":5179},"docs\u002Fdocs\u002F1.learn\u002F16.numbers\u002F03.float-special.md","Float special",null,{"type":3401,"value":3402,"toc":5154},"minimark",[3403,3407,3431,3434,3454,3457,3462,3653,3746,3768,3783,3787,3790,3857,3864,3868,3886,3994,4016,4020,4025,4097,4134,4139,4143,4153,4220,4229,4233,4243,4923,4939,4943,4966,4974,4978,5004,5021,5052,5056,5116,5120,5150],[3404,3405,3398],"h1",{"id":3406},"float-special",[3408,3409,3410],"note",{},[3411,3412,3413,3417,3418,3422,3423,3422,3425,3422,3428],"p",{},[3414,3415,3416],"strong",{},"You'll need",": ",[3419,3420,3421],"a",{"href":139},"Float",", ",[3419,3424,1312],{"href":178},[3419,3426,3427],{"href":814},"Number limit",[3419,3429,3430],{"href":724},"Format number",[3411,3432,3433],{},"An integer has nowhere to go past its limits: divide one by zero and the program stops. A float is different. It has a few values that are not ordinary numbers at all, and arithmetic that runs off the edge lands on one of them and carries on:",[3435,3436,3437,3448],"ul",{},[3438,3439,3440,3422,3443,3447],"li",{},[3414,3441,3442],{},"Infinity",[3444,3445,3446],"code",{},"Inf",", when a result is too big to represent — or a non-zero number is divided by zero.",[3438,3449,3450,3453],{},[3414,3451,3452],{},"NaN",", \"not a number\", when a result has no sensible value at all, such as zero divided by zero.",[3411,3455,3456],{},"Neither is an error. The special value simply flows into everything computed from it. This lesson shows where they come from, and the one rule about them that catches everybody: how NaN compares.",[3458,3459,3461],"h2",{"id":3460},"where-the-special-values-come-from","Where the special values come from",[3463,3464,3469],"pre",{"className":3465,"code":3466,"language":3467,"meta":3468,"style":3468},"language-rux shiki shiki-themes catppuccin-latte catppuccin-latte catppuccin-mocha","let zero = 0.0;\n\nPrintLine(\"1 \u002F 0        {}\", 1.0 \u002F zero);\nPrintLine(\"-1 \u002F 0       {}\", -1.0 \u002F zero);\nPrintLine(\"0 \u002F 0        {}\", zero \u002F zero);\nPrintLine(\"Max * 2      {}\", float64::Max * 2.0);\nPrintLine(\"Inf - Inf    {}\", float64::Infinity - float64::Infinity);\n","rux","",[3444,3470,3471,3502,3509,3540,3568,3589,3623],{"__ignoreMap":3468},[3472,3473,3476,3480,3484,3488,3492,3496,3499],"span",{"class":3474,"line":3475},"line",1,[3472,3477,3479],{"class":3478},"smXKV","let",[3472,3481,3483],{"class":3482},"sJT_S"," zero ",[3472,3485,3487],{"class":3486},"sCFbw","=",[3472,3489,3491],{"class":3490},"snhBn"," 0",[3472,3493,3495],{"class":3494},"sDi1i",".",[3472,3497,3498],{"class":3490},"0",[3472,3500,3501],{"class":3494},";\n",[3472,3503,3505],{"class":3474,"line":3504},2,[3472,3506,3508],{"emptyLinePlaceholder":3507},true,"\n",[3472,3510,3512,3514,3517,3521,3524,3527,3529,3531,3534,3537],{"class":3474,"line":3511},3,[3472,3513,2721],{"class":3482},[3472,3515,3516],{"class":3494},"(",[3472,3518,3520],{"class":3519},"sXpww","\"1 \u002F 0        {}\"",[3472,3522,3523],{"class":3494},",",[3472,3525,3526],{"class":3490}," 1",[3472,3528,3495],{"class":3494},[3472,3530,3498],{"class":3490},[3472,3532,3533],{"class":3486}," \u002F",[3472,3535,3536],{"class":3482}," zero",[3472,3538,3539],{"class":3494},");\n",[3472,3541,3543,3545,3547,3550,3552,3555,3558,3560,3562,3564,3566],{"class":3474,"line":3542},4,[3472,3544,2721],{"class":3482},[3472,3546,3516],{"class":3494},[3472,3548,3549],{"class":3519},"\"-1 \u002F 0       {}\"",[3472,3551,3523],{"class":3494},[3472,3553,3554],{"class":3486}," -",[3472,3556,3557],{"class":3490},"1",[3472,3559,3495],{"class":3494},[3472,3561,3498],{"class":3490},[3472,3563,3533],{"class":3486},[3472,3565,3536],{"class":3482},[3472,3567,3539],{"class":3494},[3472,3569,3571,3573,3575,3578,3580,3582,3585,3587],{"class":3474,"line":3570},5,[3472,3572,2721],{"class":3482},[3472,3574,3516],{"class":3494},[3472,3576,3577],{"class":3519},"\"0 \u002F 0        {}\"",[3472,3579,3523],{"class":3494},[3472,3581,3483],{"class":3482},[3472,3583,3584],{"class":3486},"\u002F",[3472,3586,3536],{"class":3482},[3472,3588,3539],{"class":3494},[3472,3590,3592,3594,3596,3599,3601,3605,3608,3611,3614,3617,3619,3621],{"class":3474,"line":3591},6,[3472,3593,2721],{"class":3482},[3472,3595,3516],{"class":3494},[3472,3597,3598],{"class":3519},"\"Max * 2      {}\"",[3472,3600,3523],{"class":3494},[3472,3602,3604],{"class":3603},"sqZDx"," float64",[3472,3606,3607],{"class":3486},"::",[3472,3609,3610],{"class":3482},"Max ",[3472,3612,3613],{"class":3486},"*",[3472,3615,3616],{"class":3490}," 2",[3472,3618,3495],{"class":3494},[3472,3620,3498],{"class":3490},[3472,3622,3539],{"class":3494},[3472,3624,3626,3628,3630,3633,3635,3637,3639,3642,3645,3647,3649,3651],{"class":3474,"line":3625},7,[3472,3627,2721],{"class":3482},[3472,3629,3516],{"class":3494},[3472,3631,3632],{"class":3519},"\"Inf - Inf    {}\"",[3472,3634,3523],{"class":3494},[3472,3636,3604],{"class":3603},[3472,3638,3607],{"class":3486},[3472,3640,3641],{"class":3482},"Infinity ",[3472,3643,3644],{"class":3486},"-",[3472,3646,3604],{"class":3603},[3472,3648,3607],{"class":3486},[3472,3650,3442],{"class":3482},[3472,3652,3539],{"class":3494},[3654,3655,3656,3671],"table",{},[3657,3658,3659],"thead",{},[3660,3661,3662,3666,3668],"tr",{},[3663,3664,3665],"th",{},"Expression",[3663,3667,3014],{},[3663,3669,3670],{},"Why",[3672,3673,3674,3689,3704,3718,3732],"tbody",{},[3660,3675,3676,3682,3686],{},[3677,3678,3679],"td",{},[3444,3680,3681],{},"1.0 \u002F 0.0",[3677,3683,3684],{},[3444,3685,3446],{},[3677,3687,3688],{},"The quotient grows without bound",[3660,3690,3691,3696,3701],{},[3677,3692,3693],{},[3444,3694,3695],{},"-1.0 \u002F 0.0",[3677,3697,3698],{},[3444,3699,3700],{},"-Inf",[3677,3702,3703],{},"The same, below zero",[3660,3705,3706,3711,3715],{},[3677,3707,3708],{},[3444,3709,3710],{},"0.0 \u002F 0.0",[3677,3712,3713],{},[3444,3714,3452],{},[3677,3716,3717],{},"No single answer makes sense",[3660,3719,3720,3725,3729],{},[3677,3721,3722],{},[3444,3723,3724],{},"float64::Max * 2.0",[3677,3726,3727],{},[3444,3728,3446],{},[3677,3730,3731],{},"Too large to represent: it overflows upwards",[3660,3733,3734,3739,3743],{},[3677,3735,3736],{},[3444,3737,3738],{},"Inf - Inf",[3677,3740,3741],{},[3444,3742,3452],{},[3677,3744,3745],{},"Again, no single answer",[3411,3747,3748,3749,3752,3753,3756,3757,3759,3760,3763,3764,3752,3766,3495],{},"Both values are also available by name, ",[3444,3750,3751],{},"float64::Infinity"," and ",[3444,3754,3755],{},"float64::NaN",", from ",[3444,3758,2982],{},". Formatting with a precision leaves them alone — there are no digits to round — so ",[3444,3761,3762],{},"{:.3}"," still prints ",[3444,3765,3446],{},[3444,3767,3452],{},[3411,3769,3770,3771,3774,3775,3778,3779,3782],{},"Compare an integer: ",[3444,3772,3773],{},"10 \u002F n"," with a zero ",[3444,3776,3777],{},"n"," stops the program with ",[3444,3780,3781],{},"Panic: division by zero"," and the line it happened on. Integers have no special values to fall back on.",[3458,3784,3786],{"id":3785},"infinity-compares-like-a-number","Infinity compares like a number",[3411,3788,3789],{},"Infinity is larger than every finite number, and equal to itself:",[3463,3791,3793],{"className":3465,"code":3792,"language":3467,"meta":3468,"style":3468},"let inf = float64::Infinity;\nPrintLine(\"Inf > Max    {}\", inf > float64::Max);\nPrintLine(\"Inf == Inf   {}\", inf == inf);\n",[3444,3794,3795,3812,3836],{"__ignoreMap":3468},[3472,3796,3797,3799,3802,3804,3806,3808,3810],{"class":3474,"line":3475},[3472,3798,3479],{"class":3478},[3472,3800,3801],{"class":3482}," inf ",[3472,3803,3487],{"class":3486},[3472,3805,3604],{"class":3603},[3472,3807,3607],{"class":3486},[3472,3809,3442],{"class":3482},[3472,3811,3501],{"class":3494},[3472,3813,3814,3816,3818,3821,3823,3825,3828,3830,3832,3834],{"class":3474,"line":3504},[3472,3815,2721],{"class":3482},[3472,3817,3516],{"class":3494},[3472,3819,3820],{"class":3519},"\"Inf > Max    {}\"",[3472,3822,3523],{"class":3494},[3472,3824,3801],{"class":3482},[3472,3826,3827],{"class":3486},">",[3472,3829,3604],{"class":3603},[3472,3831,3607],{"class":3486},[3472,3833,2901],{"class":3482},[3472,3835,3539],{"class":3494},[3472,3837,3838,3840,3842,3845,3847,3849,3852,3855],{"class":3474,"line":3511},[3472,3839,2721],{"class":3482},[3472,3841,3516],{"class":3494},[3472,3843,3844],{"class":3519},"\"Inf == Inf   {}\"",[3472,3846,3523],{"class":3494},[3472,3848,3801],{"class":3482},[3472,3850,3851],{"class":3486},"==",[3472,3853,3854],{"class":3482}," inf",[3472,3856,3539],{"class":3494},[3411,3858,3859,3860,3863],{},"Both lines print ",[3444,3861,3862],{},"true",". No surprises there.",[3458,3865,3867],{"id":3866},"nan-compares-false-with-everything","NaN compares false with everything",[3411,3869,3870,3871,3874,3875,3878,3879,3882,3883,3885],{},"NaN is ",[3414,3872,3873],{},"unordered",". Every comparison with it is ",[3444,3876,3877],{},"false"," — even with itself — except ",[3444,3880,3881],{},"!=",", which is ",[3444,3884,3862],{},":",[3463,3887,3889],{"className":3465,"code":3888,"language":3467,"meta":3468,"style":3468},"let nan = float64::NaN;\nPrintLine(\"NaN == NaN   {}\", nan == nan);\nPrintLine(\"NaN != NaN   {}\", nan != nan);\nPrintLine(\"NaN \u003C 1      {}\", nan \u003C 1.0);\nPrintLine(\"NaN > 1      {}\", nan > 1.0);\n",[3444,3890,3891,3908,3928,3947,3971],{"__ignoreMap":3468},[3472,3892,3893,3895,3898,3900,3902,3904,3906],{"class":3474,"line":3475},[3472,3894,3479],{"class":3478},[3472,3896,3897],{"class":3482}," nan ",[3472,3899,3487],{"class":3486},[3472,3901,3604],{"class":3603},[3472,3903,3607],{"class":3486},[3472,3905,3452],{"class":3482},[3472,3907,3501],{"class":3494},[3472,3909,3910,3912,3914,3917,3919,3921,3923,3926],{"class":3474,"line":3504},[3472,3911,2721],{"class":3482},[3472,3913,3516],{"class":3494},[3472,3915,3916],{"class":3519},"\"NaN == NaN   {}\"",[3472,3918,3523],{"class":3494},[3472,3920,3897],{"class":3482},[3472,3922,3851],{"class":3486},[3472,3924,3925],{"class":3482}," nan",[3472,3927,3539],{"class":3494},[3472,3929,3930,3932,3934,3937,3939,3941,3943,3945],{"class":3474,"line":3511},[3472,3931,2721],{"class":3482},[3472,3933,3516],{"class":3494},[3472,3935,3936],{"class":3519},"\"NaN != NaN   {}\"",[3472,3938,3523],{"class":3494},[3472,3940,3897],{"class":3482},[3472,3942,3881],{"class":3486},[3472,3944,3925],{"class":3482},[3472,3946,3539],{"class":3494},[3472,3948,3949,3951,3953,3956,3958,3960,3963,3965,3967,3969],{"class":3474,"line":3542},[3472,3950,2721],{"class":3482},[3472,3952,3516],{"class":3494},[3472,3954,3955],{"class":3519},"\"NaN \u003C 1      {}\"",[3472,3957,3523],{"class":3494},[3472,3959,3897],{"class":3482},[3472,3961,3962],{"class":3486},"\u003C",[3472,3964,3526],{"class":3490},[3472,3966,3495],{"class":3494},[3472,3968,3498],{"class":3490},[3472,3970,3539],{"class":3494},[3472,3972,3973,3975,3977,3980,3982,3984,3986,3988,3990,3992],{"class":3474,"line":3570},[3472,3974,2721],{"class":3482},[3472,3976,3516],{"class":3494},[3472,3978,3979],{"class":3519},"\"NaN > 1      {}\"",[3472,3981,3523],{"class":3494},[3472,3983,3897],{"class":3482},[3472,3985,3827],{"class":3486},[3472,3987,3526],{"class":3490},[3472,3989,3495],{"class":3494},[3472,3991,3498],{"class":3490},[3472,3993,3539],{"class":3494},[3411,3995,3996,3997,4000,4001,4003,4004,4007,4008,4011,4012,4015],{},"NaN is neither less than 1 nor greater than it, nor equal to anything. The rule makes NaN spread instead of hiding: a test such as ",[3444,3998,3999],{},"if total > limit"," cannot be fooled into ",[3444,4002,3862],{}," by a NaN ",[3444,4005,4006],{},"total",". But it also means a test written as ",[3444,4009,4010],{},"x == float64::NaN"," can ",[3414,4013,4014],{},"never"," succeed.",[3458,4017,4019],{"id":4018},"asking-what-a-value-is","Asking what a value is",[3411,4021,4022,4023,3885],{},"The reliable way to ask is a function from ",[3444,4024,2982],{},[3463,4026,4028],{"className":3465,"code":4027,"language":3467,"meta":3468,"style":3468},"PrintLine(\"IsNaN        {}\", IsNaN(nan));\nPrintLine(\"IsInfinite   {}\", IsInfinite(inf));\nPrintLine(\"IsFinite     {}\", IsFinite(float64::Max));\n",[3444,4029,4030,4051,4072],{"__ignoreMap":3468},[3472,4031,4032,4034,4036,4039,4041,4044,4046,4048],{"class":3474,"line":3475},[3472,4033,2721],{"class":3482},[3472,4035,3516],{"class":3494},[3472,4037,4038],{"class":3519},"\"IsNaN        {}\"",[3472,4040,3523],{"class":3494},[3472,4042,4043],{"class":3482}," IsNaN",[3472,4045,3516],{"class":3494},[3472,4047,2427],{"class":3482},[3472,4049,4050],{"class":3494},"));\n",[3472,4052,4053,4055,4057,4060,4062,4065,4067,4070],{"class":3474,"line":3504},[3472,4054,2721],{"class":3482},[3472,4056,3516],{"class":3494},[3472,4058,4059],{"class":3519},"\"IsInfinite   {}\"",[3472,4061,3523],{"class":3494},[3472,4063,4064],{"class":3482}," IsInfinite",[3472,4066,3516],{"class":3494},[3472,4068,4069],{"class":3482},"inf",[3472,4071,4050],{"class":3494},[3472,4073,4074,4076,4078,4081,4083,4086,4088,4091,4093,4095],{"class":3474,"line":3511},[3472,4075,2721],{"class":3482},[3472,4077,3516],{"class":3494},[3472,4079,4080],{"class":3519},"\"IsFinite     {}\"",[3472,4082,3523],{"class":3494},[3472,4084,4085],{"class":3482}," IsFinite",[3472,4087,3516],{"class":3494},[3472,4089,4090],{"class":3603},"float64",[3472,4092,3607],{"class":3486},[3472,4094,2901],{"class":3482},[3472,4096,4050],{"class":3494},[3463,4098,4102],{"className":4099,"code":4100,"language":4101,"meta":3468,"style":3468},"language-mermaid shiki shiki-themes catppuccin-latte catppuccin-latte catppuccin-mocha","flowchart LR\n    x[\"A float64 value\"] --> n{\"IsNaN?\"}\n    n -- \"yes\" --> isnan[\"NaN\"]\n    n -- \"no\" --> i{\"IsInfinite?\"}\n    i -- \"yes\" --> isinf[\"Inf or -Inf\"]\n    i -- \"no\" --> fin[\"An ordinary number:\u003Cbr\u002F>IsFinite is true\"]\n","mermaid",[3444,4103,4104,4109,4114,4119,4124,4129],{"__ignoreMap":3468},[3472,4105,4106],{"class":3474,"line":3475},[3472,4107,4108],{},"flowchart LR\n",[3472,4110,4111],{"class":3474,"line":3504},[3472,4112,4113],{},"    x[\"A float64 value\"] --> n{\"IsNaN?\"}\n",[3472,4115,4116],{"class":3474,"line":3511},[3472,4117,4118],{},"    n -- \"yes\" --> isnan[\"NaN\"]\n",[3472,4120,4121],{"class":3474,"line":3542},[3472,4122,4123],{},"    n -- \"no\" --> i{\"IsInfinite?\"}\n",[3472,4125,4126],{"class":3474,"line":3570},[3472,4127,4128],{},"    i -- \"yes\" --> isinf[\"Inf or -Inf\"]\n",[3472,4130,4131],{"class":3474,"line":3591},[3472,4132,4133],{},"    i -- \"no\" --> fin[\"An ordinary number:\u003Cbr\u002F>IsFinite is true\"]\n",[3411,4135,4136,4138],{},[3444,4137,2651],{}," is true exactly when the value is neither NaN nor an infinity — the right check before you use a result as an ordinary number.",[3458,4140,4142],{"id":4141},"two-zeros","Two zeros",[3411,4144,4145,4146,3752,4149,4152],{},"Zero has a sign too. ",[3444,4147,4148],{},"-0.0",[3444,4150,4151],{},"0.0"," compare equal, yet dividing by them gives infinities of opposite signs:",[3463,4154,4156],{"className":3465,"code":4155,"language":3467,"meta":3468,"style":3468},"let negativeZero = -0.0;\nPrintLine(\"-0 == 0      {}\", negativeZero == zero);\nPrintLine(\"1 \u002F -0       {}\", 1.0 \u002F negativeZero);\n",[3444,4157,4158,4177,4196],{"__ignoreMap":3468},[3472,4159,4160,4162,4165,4167,4169,4171,4173,4175],{"class":3474,"line":3475},[3472,4161,3479],{"class":3478},[3472,4163,4164],{"class":3482}," negativeZero ",[3472,4166,3487],{"class":3486},[3472,4168,3554],{"class":3486},[3472,4170,3498],{"class":3490},[3472,4172,3495],{"class":3494},[3472,4174,3498],{"class":3490},[3472,4176,3501],{"class":3494},[3472,4178,4179,4181,4183,4186,4188,4190,4192,4194],{"class":3474,"line":3504},[3472,4180,2721],{"class":3482},[3472,4182,3516],{"class":3494},[3472,4184,4185],{"class":3519},"\"-0 == 0      {}\"",[3472,4187,3523],{"class":3494},[3472,4189,4164],{"class":3482},[3472,4191,3851],{"class":3486},[3472,4193,3536],{"class":3482},[3472,4195,3539],{"class":3494},[3472,4197,4198,4200,4202,4205,4207,4209,4211,4213,4215,4218],{"class":3474,"line":3511},[3472,4199,2721],{"class":3482},[3472,4201,3516],{"class":3494},[3472,4203,4204],{"class":3519},"\"1 \u002F -0       {}\"",[3472,4206,3523],{"class":3494},[3472,4208,3526],{"class":3490},[3472,4210,3495],{"class":3494},[3472,4212,3498],{"class":3490},[3472,4214,3533],{"class":3486},[3472,4216,4217],{"class":3482}," negativeZero",[3472,4219,3539],{"class":3494},[3411,4221,4222,4223,4225,4226,4228],{},"The first line prints ",[3444,4224,3862],{},", the second ",[3444,4227,3700],{},". A negative zero turns up when a tiny negative result rounds to zero; it remembers which side it came from.",[3458,4230,4232],{"id":4231},"the-program","The program",[3411,4234,4235,4236,4242],{},"The whole lesson is one package in the ",[3419,4237,4241],{"href":4238,"rel":4239},"https:\u002F\u002Fgithub.com\u002Frux-lang\u002FExamples\u002Ftree\u002Fmain\u002FNumbers\u002FFloatSpecial",[4240],"nofollow","Examples repository",". Its comments explain every step.",[3463,4244,4247],{"className":3465,"code":4245,"filename":4246,"language":3467,"meta":3468,"style":3468},"\u002F\u002F A float does not stop at its largest number. When a result is too big to represent, it becomes\n\u002F\u002F infinity, `Inf`; when a result has no sensible value at all, such as zero divided by zero, it\n\u002F\u002F becomes NaN, \"not a number\". Neither is an error: the arithmetic carries on and the special\n\u002F\u002F value flows into everything computed from it. Integers have neither, which is why an integer\n\u002F\u002F division by zero stops the program with \"Panic: division by zero\" and the line it happened on,\n\u002F\u002F while a float division by zero carries on.\n\u002F\u002F\n\u002F\u002F The surprise is in comparison. Infinity compares as you would expect, larger than every finite\n\u002F\u002F number. NaN compares false with everything, including itself, so `nan == nan` is `false` and\n\u002F\u002F `nan != nan` is `true`. A test written as `x == float64::NaN` can therefore never succeed; ask\n\u002F\u002F `Core::IsNaN` instead. Zero has a sign too: `-0.0 == 0.0`, yet dividing by them gives\n\u002F\u002F infinities of opposite signs.\nimport Core::{ IsFinite, IsInfinite, IsNaN, float64 };\nimport Io::PrintLine;\n\nfunc Main() -> int {\n    let zero = 0.0;\n\n    \u002F\u002F Where the special values come from.\n    PrintLine(\"1 \u002F 0        {}\", 1.0 \u002F zero);\n    PrintLine(\"-1 \u002F 0       {}\", -1.0 \u002F zero);\n    PrintLine(\"0 \u002F 0        {}\", zero \u002F zero);\n    PrintLine(\"Max * 2      {}\", float64::Max * 2.0);\n    PrintLine(\"Inf - Inf    {}\", float64::Infinity - float64::Infinity);\n\n    \u002F\u002F A precision has no digits to round here, so the words come out unchanged.\n    PrintLine(\"rounded      {:.3} {:.3}\", 1.0 \u002F zero, zero \u002F zero);\n\n    \u002F\u002F Infinity is ordered like a number.\n    let inf = float64::Infinity;\n    PrintLine(\"Inf > Max    {}\", inf > float64::Max);\n    PrintLine(\"Inf == Inf   {}\", inf == inf);\n\n    \u002F\u002F NaN is unordered: every comparison with it is false, except `!=`.\n    let nan = float64::NaN;\n    PrintLine(\"NaN == NaN   {}\", nan == nan);\n    PrintLine(\"NaN != NaN   {}\", nan != nan);\n    PrintLine(\"NaN \u003C 1      {}\", nan \u003C 1.0);\n    PrintLine(\"NaN > 1      {}\", nan > 1.0);\n\n    \u002F\u002F The reliable way to ask what a value is.\n    PrintLine(\"IsNaN        {}\", IsNaN(nan));\n    PrintLine(\"IsInfinite   {}\", IsInfinite(inf));\n    PrintLine(\"IsFinite     {}\", IsFinite(float64::Max));\n\n    \u002F\u002F Two zeros that are equal and still different.\n    let negativeZero = -0.0;\n    PrintLine(\"-0 == 0      {}\", negativeZero == zero);\n    PrintLine(\"1 \u002F -0       {}\", 1.0 \u002F negativeZero);\n    return 0;\n}\n","Src\u002FMain.rux",[3444,4248,4249,4255,4260,4265,4270,4275,4280,4285,4291,4297,4303,4309,4315,4346,4360,4365,4387,4405,4410,4416,4440,4465,4484,4511,4538,4543,4549,4581,4586,4592,4609,4632,4651,4656,4662,4679,4698,4717,4740,4763,4768,4774,4793,4812,4835,4840,4846,4865,4884,4907,4917],{"__ignoreMap":3468},[3472,4250,4251],{"class":3474,"line":3475},[3472,4252,4254],{"class":4253},"sY9YT","\u002F\u002F A float does not stop at its largest number. When a result is too big to represent, it becomes\n",[3472,4256,4257],{"class":3474,"line":3504},[3472,4258,4259],{"class":4253},"\u002F\u002F infinity, `Inf`; when a result has no sensible value at all, such as zero divided by zero, it\n",[3472,4261,4262],{"class":3474,"line":3511},[3472,4263,4264],{"class":4253},"\u002F\u002F becomes NaN, \"not a number\". Neither is an error: the arithmetic carries on and the special\n",[3472,4266,4267],{"class":3474,"line":3542},[3472,4268,4269],{"class":4253},"\u002F\u002F value flows into everything computed from it. Integers have neither, which is why an integer\n",[3472,4271,4272],{"class":3474,"line":3570},[3472,4273,4274],{"class":4253},"\u002F\u002F division by zero stops the program with \"Panic: division by zero\" and the line it happened on,\n",[3472,4276,4277],{"class":3474,"line":3591},[3472,4278,4279],{"class":4253},"\u002F\u002F while a float division by zero carries on.\n",[3472,4281,4282],{"class":3474,"line":3625},[3472,4283,4284],{"class":4253},"\u002F\u002F\n",[3472,4286,4288],{"class":3474,"line":4287},8,[3472,4289,4290],{"class":4253},"\u002F\u002F The surprise is in comparison. Infinity compares as you would expect, larger than every finite\n",[3472,4292,4294],{"class":3474,"line":4293},9,[3472,4295,4296],{"class":4253},"\u002F\u002F number. NaN compares false with everything, including itself, so `nan == nan` is `false` and\n",[3472,4298,4300],{"class":3474,"line":4299},10,[3472,4301,4302],{"class":4253},"\u002F\u002F `nan != nan` is `true`. A test written as `x == float64::NaN` can therefore never succeed; ask\n",[3472,4304,4306],{"class":3474,"line":4305},11,[3472,4307,4308],{"class":4253},"\u002F\u002F `Core::IsNaN` instead. Zero has a sign too: `-0.0 == 0.0`, yet dividing by them gives\n",[3472,4310,4312],{"class":3474,"line":4311},12,[3472,4313,4314],{"class":4253},"\u002F\u002F infinities of opposite signs.\n",[3472,4316,4318,4321,4324,4326,4329,4331,4333,4335,4337,4339,4341,4343],{"class":3474,"line":4317},13,[3472,4319,4320],{"class":3478},"import",[3472,4322,4323],{"class":3482}," Core",[3472,4325,3607],{"class":3486},[3472,4327,4328],{"class":3494},"{",[3472,4330,4085],{"class":3482},[3472,4332,3523],{"class":3494},[3472,4334,4064],{"class":3482},[3472,4336,3523],{"class":3494},[3472,4338,4043],{"class":3482},[3472,4340,3523],{"class":3494},[3472,4342,3604],{"class":3603},[3472,4344,4345],{"class":3494}," };\n",[3472,4347,4349,4351,4354,4356,4358],{"class":3474,"line":4348},14,[3472,4350,4320],{"class":3478},[3472,4352,4353],{"class":3482}," Io",[3472,4355,3607],{"class":3486},[3472,4357,2721],{"class":3482},[3472,4359,3501],{"class":3494},[3472,4361,4363],{"class":3474,"line":4362},15,[3472,4364,3508],{"emptyLinePlaceholder":3507},[3472,4366,4368,4371,4375,4378,4381,4384],{"class":3474,"line":4367},16,[3472,4369,4370],{"class":3478},"func",[3472,4372,4374],{"class":4373},"sptzg"," Main",[3472,4376,4377],{"class":3494},"()",[3472,4379,4380],{"class":3494}," ->",[3472,4382,4383],{"class":3478}," int",[3472,4385,4386],{"class":3494}," {\n",[3472,4388,4390,4393,4395,4397,4399,4401,4403],{"class":3474,"line":4389},17,[3472,4391,4392],{"class":3478},"    let",[3472,4394,3483],{"class":3482},[3472,4396,3487],{"class":3486},[3472,4398,3491],{"class":3490},[3472,4400,3495],{"class":3494},[3472,4402,3498],{"class":3490},[3472,4404,3501],{"class":3494},[3472,4406,4408],{"class":3474,"line":4407},18,[3472,4409,3508],{"emptyLinePlaceholder":3507},[3472,4411,4413],{"class":3474,"line":4412},19,[3472,4414,4415],{"class":4253},"    \u002F\u002F Where the special values come from.\n",[3472,4417,4419,4422,4424,4426,4428,4430,4432,4434,4436,4438],{"class":3474,"line":4418},20,[3472,4420,4421],{"class":3482},"    PrintLine",[3472,4423,3516],{"class":3494},[3472,4425,3520],{"class":3519},[3472,4427,3523],{"class":3494},[3472,4429,3526],{"class":3490},[3472,4431,3495],{"class":3494},[3472,4433,3498],{"class":3490},[3472,4435,3533],{"class":3486},[3472,4437,3536],{"class":3482},[3472,4439,3539],{"class":3494},[3472,4441,4443,4445,4447,4449,4451,4453,4455,4457,4459,4461,4463],{"class":3474,"line":4442},21,[3472,4444,4421],{"class":3482},[3472,4446,3516],{"class":3494},[3472,4448,3549],{"class":3519},[3472,4450,3523],{"class":3494},[3472,4452,3554],{"class":3486},[3472,4454,3557],{"class":3490},[3472,4456,3495],{"class":3494},[3472,4458,3498],{"class":3490},[3472,4460,3533],{"class":3486},[3472,4462,3536],{"class":3482},[3472,4464,3539],{"class":3494},[3472,4466,4468,4470,4472,4474,4476,4478,4480,4482],{"class":3474,"line":4467},22,[3472,4469,4421],{"class":3482},[3472,4471,3516],{"class":3494},[3472,4473,3577],{"class":3519},[3472,4475,3523],{"class":3494},[3472,4477,3483],{"class":3482},[3472,4479,3584],{"class":3486},[3472,4481,3536],{"class":3482},[3472,4483,3539],{"class":3494},[3472,4485,4487,4489,4491,4493,4495,4497,4499,4501,4503,4505,4507,4509],{"class":3474,"line":4486},23,[3472,4488,4421],{"class":3482},[3472,4490,3516],{"class":3494},[3472,4492,3598],{"class":3519},[3472,4494,3523],{"class":3494},[3472,4496,3604],{"class":3603},[3472,4498,3607],{"class":3486},[3472,4500,3610],{"class":3482},[3472,4502,3613],{"class":3486},[3472,4504,3616],{"class":3490},[3472,4506,3495],{"class":3494},[3472,4508,3498],{"class":3490},[3472,4510,3539],{"class":3494},[3472,4512,4514,4516,4518,4520,4522,4524,4526,4528,4530,4532,4534,4536],{"class":3474,"line":4513},24,[3472,4515,4421],{"class":3482},[3472,4517,3516],{"class":3494},[3472,4519,3632],{"class":3519},[3472,4521,3523],{"class":3494},[3472,4523,3604],{"class":3603},[3472,4525,3607],{"class":3486},[3472,4527,3641],{"class":3482},[3472,4529,3644],{"class":3486},[3472,4531,3604],{"class":3603},[3472,4533,3607],{"class":3486},[3472,4535,3442],{"class":3482},[3472,4537,3539],{"class":3494},[3472,4539,4541],{"class":3474,"line":4540},25,[3472,4542,3508],{"emptyLinePlaceholder":3507},[3472,4544,4546],{"class":3474,"line":4545},26,[3472,4547,4548],{"class":4253},"    \u002F\u002F A precision has no digits to round here, so the words come out unchanged.\n",[3472,4550,4552,4554,4556,4559,4561,4563,4565,4567,4569,4571,4573,4575,4577,4579],{"class":3474,"line":4551},27,[3472,4553,4421],{"class":3482},[3472,4555,3516],{"class":3494},[3472,4557,4558],{"class":3519},"\"rounded      {:.3} {:.3}\"",[3472,4560,3523],{"class":3494},[3472,4562,3526],{"class":3490},[3472,4564,3495],{"class":3494},[3472,4566,3498],{"class":3490},[3472,4568,3533],{"class":3486},[3472,4570,3536],{"class":3482},[3472,4572,3523],{"class":3494},[3472,4574,3483],{"class":3482},[3472,4576,3584],{"class":3486},[3472,4578,3536],{"class":3482},[3472,4580,3539],{"class":3494},[3472,4582,4584],{"class":3474,"line":4583},28,[3472,4585,3508],{"emptyLinePlaceholder":3507},[3472,4587,4589],{"class":3474,"line":4588},29,[3472,4590,4591],{"class":4253},"    \u002F\u002F Infinity is ordered like a number.\n",[3472,4593,4595,4597,4599,4601,4603,4605,4607],{"class":3474,"line":4594},30,[3472,4596,4392],{"class":3478},[3472,4598,3801],{"class":3482},[3472,4600,3487],{"class":3486},[3472,4602,3604],{"class":3603},[3472,4604,3607],{"class":3486},[3472,4606,3442],{"class":3482},[3472,4608,3501],{"class":3494},[3472,4610,4612,4614,4616,4618,4620,4622,4624,4626,4628,4630],{"class":3474,"line":4611},31,[3472,4613,4421],{"class":3482},[3472,4615,3516],{"class":3494},[3472,4617,3820],{"class":3519},[3472,4619,3523],{"class":3494},[3472,4621,3801],{"class":3482},[3472,4623,3827],{"class":3486},[3472,4625,3604],{"class":3603},[3472,4627,3607],{"class":3486},[3472,4629,2901],{"class":3482},[3472,4631,3539],{"class":3494},[3472,4633,4635,4637,4639,4641,4643,4645,4647,4649],{"class":3474,"line":4634},32,[3472,4636,4421],{"class":3482},[3472,4638,3516],{"class":3494},[3472,4640,3844],{"class":3519},[3472,4642,3523],{"class":3494},[3472,4644,3801],{"class":3482},[3472,4646,3851],{"class":3486},[3472,4648,3854],{"class":3482},[3472,4650,3539],{"class":3494},[3472,4652,4654],{"class":3474,"line":4653},33,[3472,4655,3508],{"emptyLinePlaceholder":3507},[3472,4657,4659],{"class":3474,"line":4658},34,[3472,4660,4661],{"class":4253},"    \u002F\u002F NaN is unordered: every comparison with it is false, except `!=`.\n",[3472,4663,4665,4667,4669,4671,4673,4675,4677],{"class":3474,"line":4664},35,[3472,4666,4392],{"class":3478},[3472,4668,3897],{"class":3482},[3472,4670,3487],{"class":3486},[3472,4672,3604],{"class":3603},[3472,4674,3607],{"class":3486},[3472,4676,3452],{"class":3482},[3472,4678,3501],{"class":3494},[3472,4680,4682,4684,4686,4688,4690,4692,4694,4696],{"class":3474,"line":4681},36,[3472,4683,4421],{"class":3482},[3472,4685,3516],{"class":3494},[3472,4687,3916],{"class":3519},[3472,4689,3523],{"class":3494},[3472,4691,3897],{"class":3482},[3472,4693,3851],{"class":3486},[3472,4695,3925],{"class":3482},[3472,4697,3539],{"class":3494},[3472,4699,4701,4703,4705,4707,4709,4711,4713,4715],{"class":3474,"line":4700},37,[3472,4702,4421],{"class":3482},[3472,4704,3516],{"class":3494},[3472,4706,3936],{"class":3519},[3472,4708,3523],{"class":3494},[3472,4710,3897],{"class":3482},[3472,4712,3881],{"class":3486},[3472,4714,3925],{"class":3482},[3472,4716,3539],{"class":3494},[3472,4718,4720,4722,4724,4726,4728,4730,4732,4734,4736,4738],{"class":3474,"line":4719},38,[3472,4721,4421],{"class":3482},[3472,4723,3516],{"class":3494},[3472,4725,3955],{"class":3519},[3472,4727,3523],{"class":3494},[3472,4729,3897],{"class":3482},[3472,4731,3962],{"class":3486},[3472,4733,3526],{"class":3490},[3472,4735,3495],{"class":3494},[3472,4737,3498],{"class":3490},[3472,4739,3539],{"class":3494},[3472,4741,4743,4745,4747,4749,4751,4753,4755,4757,4759,4761],{"class":3474,"line":4742},39,[3472,4744,4421],{"class":3482},[3472,4746,3516],{"class":3494},[3472,4748,3979],{"class":3519},[3472,4750,3523],{"class":3494},[3472,4752,3897],{"class":3482},[3472,4754,3827],{"class":3486},[3472,4756,3526],{"class":3490},[3472,4758,3495],{"class":3494},[3472,4760,3498],{"class":3490},[3472,4762,3539],{"class":3494},[3472,4764,4766],{"class":3474,"line":4765},40,[3472,4767,3508],{"emptyLinePlaceholder":3507},[3472,4769,4771],{"class":3474,"line":4770},41,[3472,4772,4773],{"class":4253},"    \u002F\u002F The reliable way to ask what a value is.\n",[3472,4775,4777,4779,4781,4783,4785,4787,4789,4791],{"class":3474,"line":4776},42,[3472,4778,4421],{"class":3482},[3472,4780,3516],{"class":3494},[3472,4782,4038],{"class":3519},[3472,4784,3523],{"class":3494},[3472,4786,4043],{"class":3482},[3472,4788,3516],{"class":3494},[3472,4790,2427],{"class":3482},[3472,4792,4050],{"class":3494},[3472,4794,4796,4798,4800,4802,4804,4806,4808,4810],{"class":3474,"line":4795},43,[3472,4797,4421],{"class":3482},[3472,4799,3516],{"class":3494},[3472,4801,4059],{"class":3519},[3472,4803,3523],{"class":3494},[3472,4805,4064],{"class":3482},[3472,4807,3516],{"class":3494},[3472,4809,4069],{"class":3482},[3472,4811,4050],{"class":3494},[3472,4813,4815,4817,4819,4821,4823,4825,4827,4829,4831,4833],{"class":3474,"line":4814},44,[3472,4816,4421],{"class":3482},[3472,4818,3516],{"class":3494},[3472,4820,4080],{"class":3519},[3472,4822,3523],{"class":3494},[3472,4824,4085],{"class":3482},[3472,4826,3516],{"class":3494},[3472,4828,4090],{"class":3603},[3472,4830,3607],{"class":3486},[3472,4832,2901],{"class":3482},[3472,4834,4050],{"class":3494},[3472,4836,4838],{"class":3474,"line":4837},45,[3472,4839,3508],{"emptyLinePlaceholder":3507},[3472,4841,4843],{"class":3474,"line":4842},46,[3472,4844,4845],{"class":4253},"    \u002F\u002F Two zeros that are equal and still different.\n",[3472,4847,4849,4851,4853,4855,4857,4859,4861,4863],{"class":3474,"line":4848},47,[3472,4850,4392],{"class":3478},[3472,4852,4164],{"class":3482},[3472,4854,3487],{"class":3486},[3472,4856,3554],{"class":3486},[3472,4858,3498],{"class":3490},[3472,4860,3495],{"class":3494},[3472,4862,3498],{"class":3490},[3472,4864,3501],{"class":3494},[3472,4866,4868,4870,4872,4874,4876,4878,4880,4882],{"class":3474,"line":4867},48,[3472,4869,4421],{"class":3482},[3472,4871,3516],{"class":3494},[3472,4873,4185],{"class":3519},[3472,4875,3523],{"class":3494},[3472,4877,4164],{"class":3482},[3472,4879,3851],{"class":3486},[3472,4881,3536],{"class":3482},[3472,4883,3539],{"class":3494},[3472,4885,4887,4889,4891,4893,4895,4897,4899,4901,4903,4905],{"class":3474,"line":4886},49,[3472,4888,4421],{"class":3482},[3472,4890,3516],{"class":3494},[3472,4892,4204],{"class":3519},[3472,4894,3523],{"class":3494},[3472,4896,3526],{"class":3490},[3472,4898,3495],{"class":3494},[3472,4900,3498],{"class":3490},[3472,4902,3533],{"class":3486},[3472,4904,4217],{"class":3482},[3472,4906,3539],{"class":3494},[3472,4908,4910,4913,4915],{"class":3474,"line":4909},50,[3472,4911,4912],{"class":3478},"    return",[3472,4914,3491],{"class":3490},[3472,4916,3501],{"class":3494},[3472,4918,4920],{"class":3474,"line":4919},51,[3472,4921,4922],{"class":3494},"}\n",[3411,4924,4925,4926,4928,4929,4932,4933,4935,4936,3495],{},"Besides ",[3444,4927,2711],{},", its ",[3444,4930,4931],{},"Rux.toml"," lists ",[3444,4934,2982],{}," under ",[3444,4937,4938],{},"[Dependencies]",[3458,4940,4942],{"id":4941},"run-it","Run it",[3463,4944,4948],{"className":4945,"code":4946,"language":4947,"meta":3468,"style":3468},"language-sh shiki shiki-themes catppuccin-latte catppuccin-latte catppuccin-mocha","cd Examples\u002FNumbers\u002FFloatSpecial\nrux run\n","sh",[3444,4949,4950,4959],{"__ignoreMap":3468},[3472,4951,4952,4956],{"class":3474,"line":3475},[3472,4953,4955],{"class":4954},"s0rF6","cd",[3472,4957,4958],{"class":3519}," Examples\u002FNumbers\u002FFloatSpecial\n",[3472,4960,4961,4963],{"class":3474,"line":3504},[3472,4962,3467],{"class":4373},[3472,4964,4965],{"class":3519}," run\n",[3463,4967,4972],{"className":4968,"code":4970,"language":4971},[4969],"language-text","1 \u002F 0        Inf\n-1 \u002F 0       -Inf\n0 \u002F 0        NaN\nMax * 2      Inf\nInf - Inf    NaN\nrounded      Inf NaN\nInf > Max    true\nInf == Inf   true\nNaN == NaN   false\nNaN != NaN   true\nNaN \u003C 1      false\nNaN > 1      false\nIsNaN        true\nIsInfinite   true\nIsFinite     true\n-0 == 0      true\n1 \u002F -0       -Inf\n","text",[3444,4973,4970],{"__ignoreMap":3468},[3458,4975,4977],{"id":4976},"common-mistakes","Common mistakes",[4979,4980,4981],"warning",{},[3411,4982,4983,4988,4991,4993,4994,4996,4997,5000,5001,3495],{},[3414,4984,4985,4986,3495],{},"Testing for NaN with ",[3444,4987,3851],{},[4989,4990],"br",{},[3444,4992,4010],{}," is always ",[3444,4995,3877],{},", even when ",[3444,4998,4999],{},"x"," is NaN — the compiler accepts it, and it simply never matches. Use ",[3444,5002,5003],{},"IsNaN(x)",[4979,5005,5006],{},[3411,5007,5008,5011,5013,5015,5016,5018,5019,3495],{},[3414,5009,5010],{},"Expecting an error from a float division by zero.",[4989,5012],{},[3444,5014,3681],{}," is ",[3444,5017,3446],{},", and the program carries on with it. Only an integer division by zero stops the program. Check a divisor that might be zero, or check the result with ",[3444,5020,2651],{},[4979,5022,5023],{},[3411,5024,5025,5028,5030,5033,5034,5015,5037,5039,5040,5043,5044,5047,5048,5051],{},[3414,5026,5027],{},"Converting a special value to an integer.",[4989,5029],{},[3444,5031,5032],{},"as"," never fails, so it has to produce something: ",[3444,5035,5036],{},"NaN as int32",[3444,5038,3498],{},", and ",[3444,5041,5042],{},"Inf as int32"," saturates to ",[3444,5045,5046],{},"2147483647",". Neither says anything went wrong. ",[3419,5049,5050],{"href":838},"Checked convert"," reports it.",[3458,5053,5055],{"id":5054},"try-it-yourself","Try it yourself",[5057,5058,5059,5070,5087,5098],"ol",{},[3438,5060,5061,5062,5065,5066,5069],{},"Compute ",[3444,5063,5064],{},"float32::Max * 2.0f32",". Is a ",[3444,5067,5068],{},"float32"," infinity printed any differently?",[3438,5071,5072,5073,5076,5077,3422,5080,3752,5083,5086],{},"Start from ",[3444,5074,5075],{},"let nan = zero \u002F zero;"," and work out ",[3444,5078,5079],{},"nan + 1.0",[3444,5081,5082],{},"nan * 0.0",[3444,5084,5085],{},"float64::Infinity * 0.0",". Which are NaN?",[3438,5088,5089,5090,5093,5094,5097],{},"Write ",[3444,5091,5092],{},"func SafeDivide(a: float64, b: float64) -> float64?"," that returns ",[3444,5095,5096],{},"none"," when the result is not finite.",[3438,5099,5100,5101,5104,5105,5107,5108,5104,5110,5112,5113,5115],{},"Import ",[3444,5102,5103],{},"IsNegativeZero"," from ",[3444,5106,2982],{}," and use it to tell ",[3444,5109,4148],{},[3444,5111,4151],{},", which ",[3444,5114,3851],{}," cannot.",[3458,5117,5119],{"id":5118},"learn-more","Learn more",[3435,5121,5122,5127,5132,5145],{},[3438,5123,5124,5126],{},[3419,5125,4090],{"href":1262}," in the Rux Reference",[3438,5128,5129,5131],{},[3419,5130,3421],{"href":139}," — the float types and their precision",[3438,5133,5134,5136,5137,3422,5139,3752,5142],{},[3419,5135,3427],{"href":814}," — ",[3444,5138,2901],{},[3444,5140,5141],{},"Lowest",[3444,5143,5144],{},"Epsilon",[3438,5146,5147,5149],{},[3419,5148,2819],{"href":850}," — functions whose answers outside their domain are NaN and infinities",[5151,5152,5153],"style",{},"html pre.shiki code .smXKV, html code.shiki .smXKV{--shiki-light:#8839EF;--shiki-default:#8839EF;--shiki-dark:#CBA6F7}html pre.shiki code .sJT_S, html code.shiki .sJT_S{--shiki-light:#4C4F69;--shiki-default:#4C4F69;--shiki-dark:#CDD6F4}html pre.shiki code .sCFbw, html code.shiki .sCFbw{--shiki-light:#179299;--shiki-default:#179299;--shiki-dark:#94E2D5}html pre.shiki code .snhBn, html code.shiki .snhBn{--shiki-light:#FE640B;--shiki-default:#FE640B;--shiki-dark:#FAB387}html pre.shiki code .sDi1i, html code.shiki .sDi1i{--shiki-light:#7C7F93;--shiki-default:#7C7F93;--shiki-dark:#9399B2}html pre.shiki code .sXpww, html code.shiki .sXpww{--shiki-light:#40A02B;--shiki-default:#40A02B;--shiki-dark:#A6E3A1}html pre.shiki code .sqZDx, html code.shiki .sqZDx{--shiki-light:#DF8E1D;--shiki-light-font-style:italic;--shiki-default:#DF8E1D;--shiki-default-font-style:italic;--shiki-dark:#F9E2AF;--shiki-dark-font-style:italic}html .light .shiki span {color: var(--shiki-light);background: var(--shiki-light-bg);font-style: var(--shiki-light-font-style);font-weight: var(--shiki-light-font-weight);text-decoration: var(--shiki-light-text-decoration);}html.light .shiki span {color: var(--shiki-light);background: var(--shiki-light-bg);font-style: var(--shiki-light-font-style);font-weight: var(--shiki-light-font-weight);text-decoration: var(--shiki-light-text-decoration);}html .default .shiki span {color: var(--shiki-default);background: var(--shiki-default-bg);font-style: var(--shiki-default-font-style);font-weight: var(--shiki-default-font-weight);text-decoration: var(--shiki-default-text-decoration);}html .shiki span {color: var(--shiki-default);background: var(--shiki-default-bg);font-style: var(--shiki-default-font-style);font-weight: var(--shiki-default-font-weight);text-decoration: var(--shiki-default-text-decoration);}html .dark .shiki span {color: var(--shiki-dark);background: var(--shiki-dark-bg);font-style: var(--shiki-dark-font-style);font-weight: var(--shiki-dark-font-weight);text-decoration: var(--shiki-dark-text-decoration);}html.dark .shiki span {color: var(--shiki-dark);background: var(--shiki-dark-bg);font-style: var(--shiki-dark-font-style);font-weight: var(--shiki-dark-font-weight);text-decoration: var(--shiki-dark-text-decoration);}html pre.shiki code .sY9YT, html code.shiki .sY9YT{--shiki-light:#7C7F93;--shiki-light-font-style:italic;--shiki-default:#7C7F93;--shiki-default-font-style:italic;--shiki-dark:#9399B2;--shiki-dark-font-style:italic}html pre.shiki code .sptzg, html code.shiki .sptzg{--shiki-light:#1E66F5;--shiki-light-font-style:italic;--shiki-default:#1E66F5;--shiki-default-font-style:italic;--shiki-dark:#89B4FA;--shiki-dark-font-style:italic}html pre.shiki code .s0rF6, html code.shiki .s0rF6{--shiki-light:#D20F39;--shiki-light-font-style:italic;--shiki-default:#D20F39;--shiki-default-font-style:italic;--shiki-dark:#F38BA8;--shiki-dark-font-style:italic}",{"title":3468,"searchDepth":3504,"depth":3504,"links":5155},[5156,5157,5158,5159,5160,5161,5162,5163,5164,5165],{"id":3460,"depth":3504,"text":3461},{"id":3785,"depth":3504,"text":3786},{"id":3866,"depth":3504,"text":3867},{"id":4018,"depth":3504,"text":4019},{"id":4141,"depth":3504,"text":4142},{"id":4231,"depth":3504,"text":4232},{"id":4941,"depth":3504,"text":4942},{"id":4976,"depth":3504,"text":4977},{"id":5054,"depth":3504,"text":5055},{"id":5118,"depth":3504,"text":5119},"See where infinity and NaN come from, why NaN == NaN is false, and how to test for them with IsNaN and IsInfinite.","md",{"number":5169,"source":5170,"requires":5171},"16.3","Numbers\u002FFloatSpecial",[5172,5173,5174,5175],"float","comparison","number-limit","format-number",{},{"title":817},{"title":3398,"description":5166},"Zjuapimjs8GG0d5bjmPTKGWJBsWQeZTciMnE85AnCgw",[5181,5183],{"title":813,"path":814,"stem":815,"description":5182,"children":-1},"Read a type's limits as associated constants — Min, Max, Bits, Lowest, Epsilon — and ask Core for them inside a generic function.",{"title":821,"path":822,"stem":823,"description":5184,"children":-1},"Work on individual bits with & | ^ ~, and use masks to set, clear, flip and test flags packed into one byte.",1791225587609]